<?xml version='1.0' encoding='UTF-8'?><?xml-stylesheet href="http://www.blogger.com/styles/atom.css" type="text/css"?><feed xmlns='http://www.w3.org/2005/Atom' xmlns:openSearch='http://a9.com/-/spec/opensearchrss/1.0/' xmlns:blogger='http://schemas.google.com/blogger/2008' xmlns:georss='http://www.georss.org/georss' xmlns:gd="http://schemas.google.com/g/2005" xmlns:thr='http://purl.org/syndication/thread/1.0'><id>tag:blogger.com,1999:blog-6419051765409376063</id><updated>2024-09-09T12:53:49.137-07:00</updated><category term="Economics"/><category term="Philosophy"/><title type='text'>Danny Duchamp</title><subtitle type='html'>Liberty, economics and philosophy.</subtitle><link rel='http://schemas.google.com/g/2005#feed' type='application/atom+xml' href='http://dannyduchamp.blogspot.com/feeds/posts/default'/><link rel='self' type='application/atom+xml' href='http://www.blogger.com/feeds/6419051765409376063/posts/default?redirect=false'/><link rel='alternate' type='text/html' href='http://dannyduchamp.blogspot.com/'/><link rel='hub' href='http://pubsubhubbub.appspot.com/'/><author><name>dannyduchamp</name><uri>http://www.blogger.com/profile/11905056707781858750</uri><email>noreply@blogger.com</email><gd:image rel='http://schemas.google.com/g/2005#thumbnail' width='16' height='16' src='https://img1.blogblog.com/img/b16-rounded.gif'/></author><generator version='7.00' uri='http://www.blogger.com'>Blogger</generator><openSearch:totalResults>4</openSearch:totalResults><openSearch:startIndex>1</openSearch:startIndex><openSearch:itemsPerPage>25</openSearch:itemsPerPage><entry><id>tag:blogger.com,1999:blog-6419051765409376063.post-7932041167817435591</id><published>2021-07-26T03:29:00.000-07:00</published><updated>2021-07-26T03:29:02.750-07:00</updated><title type='text'>Against Moral Nihilism</title><content type='html'>&lt;p class=&quot;zw-paragraph&quot; data-doc-id=&quot;6454631000000356014&quot; data-doc-type=&quot;writer&quot; data-line-height=&quot;1.2&quot; data-margin-bottom=&quot;0pt&quot; data-margin-left=&quot;0.000in&quot; data-padding-left=&quot;1.5in&quot; data-tab-info=&quot;[]&quot; data-tabpoints=&quot;[]&quot; data-text-indent=&quot;-1.500in&quot; data-textformat=&quot;{&amp;quot;fw&amp;quot;:&amp;quot;none&amp;quot;,&amp;quot;type&amp;quot;:&amp;quot;text&amp;quot;}&quot; data_styles=&quot;{&amp;quot;fw&amp;quot;:&amp;quot;none&amp;quot;,&amp;quot;type&amp;quot;:&amp;quot;text&amp;quot;}&quot; style=&quot;line-height: 1.2; margin: 0px 0px 0pt 0in; padding-left: 1.5in; text-align: center; text-indent: -1.5in;&quot;&gt;&lt;span style=&quot;font-family: Roboto; font-size: 12pt; font-weight: 700;&quot;&gt;Against Moral Nihilism&lt;/span&gt;&lt;/p&gt;&lt;p class=&quot;zw-paragraph&quot; data-line-height=&quot;1.2&quot; data-margin-bottom=&quot;0pt&quot; data-margin-left=&quot;0.000in&quot; data-padding-left=&quot;1.5in&quot; data-tab-info=&quot;[]&quot; data-tabpoints=&quot;[]&quot; 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&quot; style=&quot;height: 466.524px; width: 624px;&quot; /&gt;&lt;/p&gt;&lt;p class=&quot;zw-paragraph&quot; data-line-height=&quot;1.2&quot; data-margin-bottom=&quot;0pt&quot; data-margin-left=&quot;0.000in&quot; data-padding-left=&quot;1.5in&quot; data-tab-info=&quot;[]&quot; data-tabpoints=&quot;[]&quot; data-text-indent=&quot;-1.500in&quot; data-textformat=&quot;{&amp;quot;fw&amp;quot;:&amp;quot;none&amp;quot;,&amp;quot;type&amp;quot;:&amp;quot;text&amp;quot;}&quot; data_styles=&quot;{&amp;quot;fw&amp;quot;:&amp;quot;none&amp;quot;,&amp;quot;type&amp;quot;:&amp;quot;text&amp;quot;}&quot; style=&quot;line-height: 1.2; margin: 0px 0px 0pt 0in; padding-left: 1.5in; text-indent: -1.5in;&quot;&gt;&lt;span class=&quot;EOP&quot;&gt;&amp;nbsp;&lt;/span&gt;&lt;/p&gt;&lt;p class=&quot;zw-paragraph&quot; data-line-height=&quot;1.2&quot; data-margin-bottom=&quot;0pt&quot; data-margin-left=&quot;0.000in&quot; data-padding-left=&quot;1.5in&quot; data-tab-info=&quot;[]&quot; data-tabpoints=&quot;[]&quot; data-text-indent=&quot;-1.500in&quot; data-textformat=&quot;{&amp;quot;fw&amp;quot;:&amp;quot;none&amp;quot;,&amp;quot;type&amp;quot;:&amp;quot;text&amp;quot;}&quot; data_styles=&quot;{&amp;quot;fw&amp;quot;:&amp;quot;none&amp;quot;,&amp;quot;type&amp;quot;:&amp;quot;text&amp;quot;}&quot; style=&quot;line-height: 1.2; margin: 0px 0px 0pt 0in; padding-left: 1.5in; text-indent: -1.5in;&quot;&gt;&lt;span style=&quot;font-family: Roboto; font-size: 12pt; font-variant-east-asian: normal; font-variant-numeric: normal; letter-spacing: 0pt; vertical-align: baseline;&quot;&gt;Video version of this article here:&amp;nbsp;&lt;/span&gt;&lt;span style=&quot;font-family: Roboto; font-size: 16px;&quot;&gt;&lt;a href=&quot;https://youtu.be/OExAQkmBBkU&quot;&gt;https://youtu.be/OExAQkmBBkU&lt;/a&gt;&lt;/span&gt;&lt;/p&gt;&lt;p class=&quot;zw-paragraph&quot; data-line-height=&quot;1.2&quot; data-margin-bottom=&quot;0pt&quot; data-margin-left=&quot;0.000in&quot; data-padding-left=&quot;1.5in&quot; data-tab-info=&quot;[]&quot; data-tabpoints=&quot;[]&quot; data-text-indent=&quot;-1.500in&quot; data-textformat=&quot;{&amp;quot;fw&amp;quot;:&amp;quot;none&amp;quot;,&amp;quot;type&amp;quot;:&amp;quot;text&amp;quot;,&amp;quot;ff&amp;quot;:&amp;quot;Roboto&amp;quot;,&amp;quot;size&amp;quot;:&amp;quot;12.00&amp;quot;,&amp;quot;fs&amp;quot;:&amp;quot;normal&amp;quot;,&amp;quot;fv&amp;quot;:&amp;quot;normal&amp;quot;,&amp;quot;fgc&amp;quot;:&amp;quot;rgb(0, 0, 0)&amp;quot;,&amp;quot;td&amp;quot;:&amp;quot;none&amp;quot;,&amp;quot;cs&amp;quot;:&amp;quot;0pt&amp;quot;,&amp;quot;bgc&amp;quot;:&amp;quot;rgba(0, 0, 0, 0)&amp;quot;,&amp;quot;va&amp;quot;:&amp;quot;baseline&amp;quot;,&amp;quot;fw_i&amp;quot;:400}&quot; data_styles=&quot;{&amp;quot;fw&amp;quot;:&amp;quot;none&amp;quot;,&amp;quot;type&amp;quot;:&amp;quot;text&amp;quot;,&amp;quot;ff&amp;quot;:&amp;quot;Roboto&amp;quot;,&amp;quot;size&amp;quot;:&amp;quot;12.00&amp;quot;,&amp;quot;fs&amp;quot;:&amp;quot;normal&amp;quot;,&amp;quot;fv&amp;quot;:&amp;quot;normal&amp;quot;,&amp;quot;fgc&amp;quot;:&amp;quot;rgb(0, 0, 0)&amp;quot;,&amp;quot;td&amp;quot;:&amp;quot;none&amp;quot;,&amp;quot;cs&amp;quot;:&amp;quot;0pt&amp;quot;,&amp;quot;bgc&amp;quot;:&amp;quot;rgba(0, 0, 0, 0)&amp;quot;,&amp;quot;va&amp;quot;:&amp;quot;baseline&amp;quot;,&amp;quot;fw_i&amp;quot;:400}&quot; style=&quot;line-height: 1.2; margin: 0px 0px 0pt 0in; padding-left: 1.5in; text-indent: -1.5in;&quot;&gt;&lt;span class=&quot;EOP&quot;&gt;&amp;nbsp;&lt;/span&gt;&lt;/p&gt;&lt;p class=&quot;zw-paragraph&quot; data-line-height=&quot;1.2&quot; data-margin-bottom=&quot;0pt&quot; data-margin-left=&quot;0.000in&quot; data-padding-left=&quot;1.5in&quot; data-tab-info=&quot;[]&quot; data-tabpoints=&quot;[]&quot; data-text-indent=&quot;-1.500in&quot; data-textformat=&quot;{&amp;quot;fw&amp;quot;:&amp;quot;none&amp;quot;,&amp;quot;type&amp;quot;:&amp;quot;text&amp;quot;}&quot; data_styles=&quot;{&amp;quot;fw&amp;quot;:&amp;quot;none&amp;quot;,&amp;quot;type&amp;quot;:&amp;quot;text&amp;quot;}&quot; style=&quot;line-height: 1.2; margin: 0px 0px 0pt 0in; padding-left: 1.5in; text-indent: -1.5in;&quot;&gt;&lt;span style=&quot;font-family: Roboto; font-size: 12pt;&quot;&gt;Consequentialist:&lt;/span&gt;&lt;span data-text-info=&quot;{&amp;quot;leader&amp;quot;:0,&amp;quot;cls&amp;quot;:&amp;quot;Apple-tab-span&amp;quot;,&amp;quot;st&amp;quot;:&amp;quot;tab&amp;quot;,&amp;quot;type&amp;quot;:&amp;quot;text&amp;quot;}&quot; style=&quot;font-family: Roboto; font-size: 12pt; white-space: pre;&quot;&gt;	&lt;/span&gt;&lt;span style=&quot;font-family: Roboto; font-size: 12pt;&quot;&gt;Whether an action is good or evil depends only on the consequences of that action.&lt;/span&gt;&lt;/p&gt;&lt;p class=&quot;zw-paragraph&quot; data-line-height=&quot;1.2&quot; data-margin-bottom=&quot;0pt&quot; data-margin-left=&quot;0.000in&quot; data-padding-left=&quot;1.5in&quot; data-tab-info=&quot;[]&quot; data-tabpoints=&quot;[]&quot; data-text-indent=&quot;-1.500in&quot; data-textformat=&quot;{&amp;quot;fw&amp;quot;:&amp;quot;none&amp;quot;,&amp;quot;type&amp;quot;:&amp;quot;text&amp;quot;}&quot; data_styles=&quot;{&amp;quot;fw&amp;quot;:&amp;quot;none&amp;quot;,&amp;quot;type&amp;quot;:&amp;quot;text&amp;quot;}&quot; style=&quot;line-height: 1.2; margin: 0px 0px 0pt 0in; padding-left: 1.5in; text-indent: -1.5in;&quot;&gt;&lt;span style=&quot;font-family: Roboto; font-size: 12pt;&quot;&gt;Deontologist:&lt;/span&gt;&lt;span data-text-info=&quot;{&amp;quot;leader&amp;quot;:0,&amp;quot;cls&amp;quot;:&amp;quot;Apple-tab-span&amp;quot;,&amp;quot;st&amp;quot;:&amp;quot;tab&amp;quot;,&amp;quot;type&amp;quot;:&amp;quot;text&amp;quot;}&quot; style=&quot;font-family: Roboto; font-size: 12pt; white-space: pre;&quot;&gt;	&lt;/span&gt;&lt;span style=&quot;font-family: Roboto; font-size: 12pt;&quot;&gt;Not true. Sometimes bad actions can have good results, or vice versa. For example, should a doctor kill one healthy patient, cut his organs out, and redistribute them to the five sick dying patients who would be saved by those organs? Obviously not. This would have good results on net—four lives saved! But it&#39;s still murder, and therefore evil, so morality isn&#39;t determined by consequences.&lt;/span&gt;&lt;/p&gt;&lt;p class=&quot;zw-paragraph&quot; data-line-height=&quot;1.2&quot; data-margin-bottom=&quot;0pt&quot; data-margin-left=&quot;0.000in&quot; data-padding-left=&quot;1.5in&quot; data-tab-info=&quot;[]&quot; data-tabpoints=&quot;[]&quot; data-text-indent=&quot;-1.500in&quot; data-textformat=&quot;{&amp;quot;fw&amp;quot;:&amp;quot;none&amp;quot;,&amp;quot;type&amp;quot;:&amp;quot;text&amp;quot;}&quot; data_styles=&quot;{&amp;quot;fw&amp;quot;:&amp;quot;none&amp;quot;,&amp;quot;type&amp;quot;:&amp;quot;text&amp;quot;}&quot; style=&quot;line-height: 1.2; margin: 0px 0px 0pt 0in; padding-left: 1.5in; text-indent: -1.5in;&quot;&gt;&lt;span style=&quot;font-family: Roboto; font-size: 12pt;&quot;&gt;Consequentialist:&lt;/span&gt;&lt;span data-text-info=&quot;{&amp;quot;leader&amp;quot;:0,&amp;quot;cls&amp;quot;:&amp;quot;Apple-tab-span&amp;quot;,&amp;quot;st&amp;quot;:&amp;quot;tab&amp;quot;,&amp;quot;type&amp;quot;:&amp;quot;text&amp;quot;}&quot; style=&quot;font-family: Roboto; font-size: 12pt; white-space: pre;&quot;&gt;	&lt;/span&gt;&lt;span style=&quot;font-family: Roboto; font-size: 12pt;&quot;&gt;That action may not have good results. You&#39;re leaving out the possibility that I&#39;ll be caught and the damage that will do to trust in the medical profession. You&#39;re leaving out the chance that I will screw up one or more of the requisite surgeries resulting in more death. You&#39;re leaving out the question of how many years of life the healthy patient would have had compared to how many years of life the sick patients will get on their stolen organs—not to mention quality of life.&lt;/span&gt;&lt;/p&gt;&lt;p class=&quot;zw-paragraph&quot; data-line-height=&quot;1.2&quot; data-margin-bottom=&quot;0pt&quot; data-margin-left=&quot;0.000in&quot; data-padding-left=&quot;1.5in&quot; data-tab-info=&quot;[]&quot; data-tabpoints=&quot;[]&quot; data-text-indent=&quot;-1.500in&quot; data-textformat=&quot;{&amp;quot;fw&amp;quot;:&amp;quot;none&amp;quot;,&amp;quot;type&amp;quot;:&amp;quot;text&amp;quot;}&quot; data_styles=&quot;{&amp;quot;fw&amp;quot;:&amp;quot;none&amp;quot;,&amp;quot;type&amp;quot;:&amp;quot;text&amp;quot;}&quot; style=&quot;line-height: 1.2; margin: 0px 0px 0pt 0in; padding-left: 1.5in; text-indent: -1.5in;&quot;&gt;&lt;span style=&quot;font-family: Roboto; font-size: 12pt;&quot;&gt;Deontologist:&lt;/span&gt;&lt;span data-text-info=&quot;{&amp;quot;leader&amp;quot;:0,&amp;quot;cls&amp;quot;:&amp;quot;Apple-tab-span&amp;quot;,&amp;quot;st&amp;quot;:&amp;quot;tab&amp;quot;,&amp;quot;type&amp;quot;:&amp;quot;text&amp;quot;}&quot; style=&quot;font-family: Roboto; font-size: 12pt; white-space: pre;&quot;&gt;	&lt;/span&gt;&lt;span style=&quot;font-family: Roboto; font-size: 12pt;&quot;&gt;You&#39;re just fighting the hypothetical. Assume that all of those risks are negligible and their lives are otherwise identical.&lt;/span&gt;&lt;/p&gt;&lt;p class=&quot;zw-paragraph&quot; data-line-height=&quot;1.2&quot; data-margin-bottom=&quot;0pt&quot; data-margin-left=&quot;0.000in&quot; data-padding-left=&quot;1.5in&quot; data-tab-info=&quot;[]&quot; data-tabpoints=&quot;[]&quot; data-text-indent=&quot;-1.500in&quot; data-textformat=&quot;{&amp;quot;fw&amp;quot;:&amp;quot;none&amp;quot;,&amp;quot;type&amp;quot;:&amp;quot;text&amp;quot;}&quot; data_styles=&quot;{&amp;quot;fw&amp;quot;:&amp;quot;none&amp;quot;,&amp;quot;type&amp;quot;:&amp;quot;text&amp;quot;}&quot; style=&quot;line-height: 1.2; margin: 0px 0px 0pt 0in; padding-left: 1.5in; text-indent: -1.5in;&quot;&gt;&lt;span style=&quot;font-family: Roboto; font-size: 12pt;&quot;&gt;Consequentialist:&lt;/span&gt;&lt;span data-text-info=&quot;{&amp;quot;leader&amp;quot;:0,&amp;quot;cls&amp;quot;:&amp;quot;Apple-tab-span&amp;quot;,&amp;quot;st&amp;quot;:&amp;quot;tab&amp;quot;,&amp;quot;type&amp;quot;:&amp;quot;text&amp;quot;}&quot; style=&quot;font-family: Roboto; font-size: 12pt; white-space: pre;&quot;&gt;	&lt;/span&gt;&lt;span style=&quot;font-family: Roboto; font-size: 12pt;&quot;&gt;Now you&#39;re making the hypothetical totally implausible and therefore unintuitive, which is a problem because your argument relies on my moral intuition that the doctor did something wrong. Of course my moral intuition will give me the wrong answer when you ask me to assume away factors that are too obviously important to ignore. But there is a famous hypothetical that resolves this—the trolley problem. There&#39;s a trolley hurtling down some train train tracks. There are five people tied to the tracks in front of it. You can pull a lever that diverts it down another track where only one person is tied up, however then you will have caused one persons death, rather than simply failing to prevent the deaths of five. Now that we have a situation where the obvious and intuitive risks are absent in the hypothetical (rather than present, but supposed to be assumed away) it becomes obvious what the right choice is: pull the lever for consequentialism.&lt;/span&gt;&lt;/p&gt;&lt;p class=&quot;zw-paragraph&quot; data-line-height=&quot;1.2&quot; data-margin-bottom=&quot;0pt&quot; data-margin-left=&quot;0.000in&quot; data-padding-left=&quot;1.5in&quot; data-tab-info=&quot;[]&quot; data-tabpoints=&quot;[]&quot; data-text-indent=&quot;-1.500in&quot; data-textformat=&quot;{&amp;quot;fw&amp;quot;:&amp;quot;none&amp;quot;,&amp;quot;type&amp;quot;:&amp;quot;text&amp;quot;}&quot; data_styles=&quot;{&amp;quot;fw&amp;quot;:&amp;quot;none&amp;quot;,&amp;quot;type&amp;quot;:&amp;quot;text&amp;quot;}&quot; style=&quot;line-height: 1.2; margin: 0px 0px 0pt 0in; padding-left: 1.5in; text-indent: -1.5in;&quot;&gt;&lt;span style=&quot;font-family: Roboto; font-size: 12pt;&quot;&gt;Deontologist:&lt;/span&gt;&lt;span data-text-info=&quot;{&amp;quot;leader&amp;quot;:0,&amp;quot;cls&amp;quot;:&amp;quot;Apple-tab-span&amp;quot;,&amp;quot;st&amp;quot;:&amp;quot;tab&amp;quot;,&amp;quot;type&amp;quot;:&amp;quot;text&amp;quot;}&quot; style=&quot;font-family: Roboto; font-size: 12pt; white-space: pre;&quot;&gt;	&lt;/span&gt;&lt;span style=&quot;font-family: Roboto; font-size: 12pt;&quot;&gt;I don&#39;t agree that the answer in that situation is so obvious. I don&#39;t actually think you should pull the lever.&lt;/span&gt;&lt;/p&gt;&lt;p class=&quot;zw-paragraph&quot; data-line-height=&quot;1.2&quot; data-margin-bottom=&quot;0pt&quot; data-margin-left=&quot;0.000in&quot; data-padding-left=&quot;1.5in&quot; data-tab-info=&quot;[]&quot; data-tabpoints=&quot;[]&quot; data-text-indent=&quot;-1.500in&quot; data-textformat=&quot;{&amp;quot;fw&amp;quot;:&amp;quot;none&amp;quot;,&amp;quot;type&amp;quot;:&amp;quot;text&amp;quot;}&quot; data_styles=&quot;{&amp;quot;fw&amp;quot;:&amp;quot;none&amp;quot;,&amp;quot;type&amp;quot;:&amp;quot;text&amp;quot;}&quot; style=&quot;line-height: 1.2; margin: 0px 0px 0pt 0in; padding-left: 1.5in; text-indent: -1.5in;&quot;&gt;&lt;span style=&quot;font-family: Roboto; font-size: 12pt;&quot;&gt;Consequentialist:&lt;/span&gt;&lt;span data-text-info=&quot;{&amp;quot;leader&amp;quot;:0,&amp;quot;cls&amp;quot;:&amp;quot;Apple-tab-span&amp;quot;,&amp;quot;st&amp;quot;:&amp;quot;tab&amp;quot;,&amp;quot;type&amp;quot;:&amp;quot;text&amp;quot;}&quot; style=&quot;font-family: Roboto; font-size: 12pt; white-space: pre;&quot;&gt;	&lt;/span&gt;&lt;span style=&quot;font-family: Roboto; font-size: 12pt;&quot;&gt;All I need to do is raise the stakes. Let&#39;s say that instead of five people tied to the tracks ahead there is a button on the tracks ahead. When the trolley runs over this button everyone on earth except the person tied to the alternate track will be killed.&lt;/span&gt;&lt;/p&gt;&lt;p class=&quot;zw-paragraph&quot; data-line-height=&quot;1.2&quot; data-margin-bottom=&quot;0pt&quot; data-margin-left=&quot;0.000in&quot; data-padding-left=&quot;1.5in&quot; data-tab-info=&quot;[]&quot; data-tabpoints=&quot;[]&quot; data-text-indent=&quot;-1.500in&quot; data-textformat=&quot;{&amp;quot;fw&amp;quot;:&amp;quot;none&amp;quot;,&amp;quot;type&amp;quot;:&amp;quot;text&amp;quot;}&quot; data_styles=&quot;{&amp;quot;fw&amp;quot;:&amp;quot;none&amp;quot;,&amp;quot;type&amp;quot;:&amp;quot;text&amp;quot;}&quot; style=&quot;line-height: 1.2; margin: 0px 0px 0pt 0in; padding-left: 1.5in; text-indent: -1.5in;&quot;&gt;&lt;span style=&quot;font-family: Roboto; font-size: 12pt;&quot;&gt;Deontologist:&lt;/span&gt;&lt;span data-text-info=&quot;{&amp;quot;leader&amp;quot;:0,&amp;quot;cls&amp;quot;:&amp;quot;Apple-tab-span&amp;quot;,&amp;quot;st&amp;quot;:&amp;quot;tab&amp;quot;,&amp;quot;type&amp;quot;:&amp;quot;text&amp;quot;}&quot; style=&quot;font-family: Roboto; font-size: 12pt; white-space: pre;&quot;&gt;	&lt;/span&gt;&lt;span style=&quot;font-family: Roboto; font-size: 12pt;&quot;&gt;Now whose hypothetical is becoming contrived and unintuitive? In any case, I still don&#39;t think the answer is so clear.&lt;/span&gt;&lt;/p&gt;&lt;p class=&quot;zw-paragraph&quot; data-line-height=&quot;1.2&quot; data-margin-bottom=&quot;0pt&quot; data-margin-left=&quot;0.000in&quot; data-padding-left=&quot;1.5in&quot; data-tab-info=&quot;[]&quot; data-tabpoints=&quot;[]&quot; data-text-indent=&quot;-1.500in&quot; data-textformat=&quot;{&amp;quot;fw&amp;quot;:&amp;quot;none&amp;quot;,&amp;quot;type&amp;quot;:&amp;quot;text&amp;quot;}&quot; data_styles=&quot;{&amp;quot;fw&amp;quot;:&amp;quot;none&amp;quot;,&amp;quot;type&amp;quot;:&amp;quot;text&amp;quot;}&quot; style=&quot;line-height: 1.2; margin: 0px 0px 0pt 0in; padding-left: 1.5in; text-indent: -1.5in;&quot;&gt;&lt;span style=&quot;font-family: Roboto; font-size: 12pt;&quot;&gt;Consequentialist:&lt;/span&gt;&lt;span data-text-info=&quot;{&amp;quot;leader&amp;quot;:0,&amp;quot;cls&amp;quot;:&amp;quot;Apple-tab-span&amp;quot;,&amp;quot;st&amp;quot;:&amp;quot;tab&amp;quot;,&amp;quot;type&amp;quot;:&amp;quot;text&amp;quot;}&quot; style=&quot;font-family: Roboto; font-size: 12pt; white-space: pre;&quot;&gt;	&lt;/span&gt;&lt;span style=&quot;font-family: Roboto; font-size: 12pt;&quot;&gt;I can&#39;t believe you&#39;re actually thinking about biting the bullet on this one. Basically nobody would say that you should accept the extinction of humanity in order to follow some contrived ethical maxim.&lt;/span&gt;&lt;/p&gt;&lt;p class=&quot;zw-paragraph&quot; data-line-height=&quot;1.2&quot; data-margin-bottom=&quot;0pt&quot; data-margin-left=&quot;0.000in&quot; data-padding-left=&quot;1.5in&quot; data-tab-info=&quot;[]&quot; data-tabpoints=&quot;[]&quot; data-text-indent=&quot;-1.500in&quot; data-textformat=&quot;{&amp;quot;fw&amp;quot;:&amp;quot;none&amp;quot;,&amp;quot;type&amp;quot;:&amp;quot;text&amp;quot;}&quot; data_styles=&quot;{&amp;quot;fw&amp;quot;:&amp;quot;none&amp;quot;,&amp;quot;type&amp;quot;:&amp;quot;text&amp;quot;}&quot; style=&quot;line-height: 1.2; margin: 0px 0px 0pt 0in; padding-left: 1.5in; text-indent: -1.5in;&quot;&gt;&lt;span style=&quot;font-family: Roboto; font-size: 12pt;&quot;&gt;Deontologist:&lt;/span&gt;&lt;span data-text-info=&quot;{&amp;quot;leader&amp;quot;:0,&amp;quot;cls&amp;quot;:&amp;quot;Apple-tab-span&amp;quot;,&amp;quot;st&amp;quot;:&amp;quot;tab&amp;quot;,&amp;quot;type&amp;quot;:&amp;quot;text&amp;quot;}&quot; style=&quot;font-family: Roboto; font-size: 12pt; white-space: pre;&quot;&gt;	&lt;/span&gt;&lt;span style=&quot;font-family: Roboto; font-size: 12pt;&quot;&gt;I don&#39;t know about that. Let&#39;s ask that guy over there, hey buddy, what do you think?&lt;/span&gt;&lt;/p&gt;&lt;p class=&quot;zw-paragraph&quot; data-line-height=&quot;1.2&quot; data-margin-bottom=&quot;0pt&quot; data-margin-left=&quot;0.000in&quot; data-padding-left=&quot;1.5in&quot; data-tab-info=&quot;[]&quot; data-tabpoints=&quot;[]&quot; data-text-indent=&quot;-1.500in&quot; data-textformat=&quot;{&amp;quot;fw&amp;quot;:&amp;quot;none&amp;quot;,&amp;quot;type&amp;quot;:&amp;quot;text&amp;quot;}&quot; data_styles=&quot;{&amp;quot;fw&amp;quot;:&amp;quot;none&amp;quot;,&amp;quot;type&amp;quot;:&amp;quot;text&amp;quot;}&quot; style=&quot;line-height: 1.2; margin: 0px 0px 0pt 0in; padding-left: 1.5in; text-indent: -1.5in;&quot;&gt;&lt;span style=&quot;font-family: Roboto; font-size: 12pt;&quot;&gt;Nihilist:&lt;/span&gt;&lt;span data-text-info=&quot;{&amp;quot;leader&amp;quot;:0,&amp;quot;cls&amp;quot;:&amp;quot;Apple-tab-span&amp;quot;,&amp;quot;st&amp;quot;:&amp;quot;tab&amp;quot;,&amp;quot;type&amp;quot;:&amp;quot;text&amp;quot;}&quot; style=&quot;font-family: Roboto; font-size: 12pt; white-space: pre;&quot;&gt;	&lt;/span&gt;&lt;span style=&quot;font-family: Roboto; font-size: 12pt;&quot;&gt;Your prattle amuses me. Good? Evil? These are meaningless constructs that humans bicker about incessantly, never willing to consider the obvious truth: there is no morality.&lt;/span&gt;&lt;span style=&quot;font-family: Roboto; font-size: 12pt;&quot;&gt; [&quot;Crawling&quot; by Linkin Park begins to play in the background]&lt;/span&gt;&lt;span style=&quot;font-family: Roboto; font-size: 12pt;&quot;&gt; The universe is cold and indifferent t&lt;/span&gt;&lt;span style=&quot;font-family: Roboto; font-size: 12pt;&quot;&gt;o your meaningless gibbering about what &quot;ought&quot; to be. There is only what is in this vast and uncaring world. &lt;/span&gt;&lt;span style=&quot;font-family: Roboto; font-size: 12pt; font-style: italic;&quot;&gt;Reason&lt;/span&gt;&lt;span style=&quot;font-family: Roboto; font-size: 12pt;&quot;&gt; will not save you from the blunt impact of reality. &lt;/span&gt;&lt;span style=&quot;font-family: Roboto; font-size: 12pt; font-variant-east-asian: normal; font-variant-numeric: normal; letter-spacing: 0pt; vertical-align: baseline;&quot;&gt;It is not contrary to &lt;/span&gt;&lt;span style=&quot;font-family: Roboto; font-size: 12pt; font-style: italic; font-variant-east-asian: normal; font-variant-numeric: normal; letter-spacing: 0pt; vertical-align: baseline;&quot;&gt;reason&lt;/span&gt;&lt;span style=&quot;font-family: Roboto; font-size: 12pt; font-variant-east-asian: normal; font-variant-numeric: normal; letter-spacing: 0pt; vertical-align: baseline;&quot;&gt; to prefer the destruction of the whole world to the scratching of my finge&lt;/span&gt;&lt;span style=&quot;font-family: Roboto; font-size: 12pt; font-variant-east-asian: normal; font-variant-numeric: normal; letter-spacing: 0pt; vertical-align: baseline;&quot;&gt;r!&lt;/span&gt;&lt;/p&gt;&lt;p class=&quot;zw-paragraph&quot; data-line-height=&quot;1.2&quot; data-margin-bottom=&quot;0pt&quot; data-margin-left=&quot;0.000in&quot; data-padding-left=&quot;1.5in&quot; data-tab-info=&quot;[]&quot; data-tabpoints=&quot;[]&quot; data-text-indent=&quot;-1.500in&quot; data-textformat=&quot;{&amp;quot;ff&amp;quot;:&amp;quot;Roboto&amp;quot;,&amp;quot;fv&amp;quot;:&amp;quot;normal&amp;quot;,&amp;quot;td&amp;quot;:&amp;quot;none&amp;quot;,&amp;quot;cs&amp;quot;:&amp;quot;0pt&amp;quot;,&amp;quot;fw&amp;quot;:&amp;quot;none&amp;quot;,&amp;quot;fgc&amp;quot;:&amp;quot;rgb(0, 0, 0)&amp;quot;,&amp;quot;size&amp;quot;:&amp;quot;12.00&amp;quot;,&amp;quot;va&amp;quot;:&amp;quot;baseline&amp;quot;,&amp;quot;fw_i&amp;quot;:400,&amp;quot;type&amp;quot;:&amp;quot;text&amp;quot;,&amp;quot;fs&amp;quot;:&amp;quot;normal&amp;quot;,&amp;quot;bgc&amp;quot;:&amp;quot;rgba(0, 0, 0, 0)&amp;quot;}&quot; data_styles=&quot;{&amp;quot;ff&amp;quot;:&amp;quot;Roboto&amp;quot;,&amp;quot;fv&amp;quot;:&amp;quot;normal&amp;quot;,&amp;quot;td&amp;quot;:&amp;quot;none&amp;quot;,&amp;quot;cs&amp;quot;:&amp;quot;0pt&amp;quot;,&amp;quot;fw&amp;quot;:&amp;quot;none&amp;quot;,&amp;quot;fgc&amp;quot;:&amp;quot;rgb(0, 0, 0)&amp;quot;,&amp;quot;size&amp;quot;:&amp;quot;12.00&amp;quot;,&amp;quot;va&amp;quot;:&amp;quot;baseline&amp;quot;,&amp;quot;fw_i&amp;quot;:400,&amp;quot;type&amp;quot;:&amp;quot;text&amp;quot;,&amp;quot;fs&amp;quot;:&amp;quot;normal&amp;quot;,&amp;quot;bgc&amp;quot;:&amp;quot;rgba(0, 0, 0, 0)&amp;quot;}&quot; style=&quot;line-height: 1.2; margin: 0px 0px 0pt 0in; padding-left: 1.5in; text-indent: -1.5in;&quot;&gt;&lt;span class=&quot;EOP&quot;&gt;&amp;nbsp;&lt;/span&gt;&lt;/p&gt;&lt;p class=&quot;zw-paragraph&quot; data-line-height=&quot;1.2&quot; data-margin-bottom=&quot;0pt&quot; data-textformat=&quot;{&amp;quot;fw&amp;quot;:&amp;quot;bold&amp;quot;,&amp;quot;type&amp;quot;:&amp;quot;text&amp;quot;}&quot; data_styles=&quot;{&amp;quot;fw&amp;quot;:&amp;quot;bold&amp;quot;,&amp;quot;type&amp;quot;:&amp;quot;text&amp;quot;}&quot; style=&quot;line-height: 1.2; margin: 0px 0px 0pt;&quot;&gt;&lt;span style=&quot;font-family: Roboto; font-size: 12pt; font-weight: 700;&quot;&gt;What Is Moral Nihilism?&lt;/span&gt;&lt;/p&gt;&lt;p class=&quot;zw-paragraph&quot; data-line-height=&quot;1.2&quot; data-margin-bottom=&quot;0pt&quot; data-textformat=&quot;{&amp;quot;type&amp;quot;:&amp;quot;text&amp;quot;}&quot; data_styles=&quot;{&amp;quot;type&amp;quot;:&amp;quot;text&amp;quot;}&quot; style=&quot;line-height: 1.2; margin: 0px 0px 0pt;&quot;&gt;&lt;span class=&quot;EOP&quot;&gt;&amp;nbsp;&lt;/span&gt;&lt;/p&gt;&lt;p class=&quot;zw-paragraph&quot; data-line-height=&quot;1.2&quot; data-margin-bottom=&quot;0pt&quot; style=&quot;line-height: 1.2; margin: 0px 0px 0pt;&quot;&gt;&lt;span style=&quot;font-family: Roboto; font-size: 12pt;&quot;&gt;A moral nihilist is someone who sees morality as a silly superstition. Someone who thinks that ultimately nothing is really right or wrong. When the moral nihilist hears two people arguing, one trying to convince the other that some act is &quot;morally wrong&quot;, he scoffs.&lt;/span&gt;&lt;/p&gt;&lt;p class=&quot;zw-paragraph&quot; data-line-height=&quot;1.2&quot; data-margin-bottom=&quot;0pt&quot; data-textformat=&quot;{&amp;quot;type&amp;quot;:&amp;quot;text&amp;quot;}&quot; data_styles=&quot;{&amp;quot;type&amp;quot;:&amp;quot;text&amp;quot;}&quot; style=&quot;line-height: 1.2; margin: 0px 0px 0pt;&quot;&gt;&lt;span class=&quot;EOP&quot;&gt;&amp;nbsp;&lt;/span&gt;&lt;/p&gt;&lt;p class=&quot;zw-paragraph&quot; data-line-height=&quot;1.2&quot; data-margin-bottom=&quot;0pt&quot; data-textformat=&quot;{&amp;quot;type&amp;quot;:&amp;quot;text&amp;quot;}&quot; data_styles=&quot;{&amp;quot;type&amp;quot;:&amp;quot;text&amp;quot;}&quot; style=&quot;line-height: 1.2; margin: 0px 0px 0pt;&quot;&gt;&lt;span style=&quot;font-family: Roboto; font-size: 12pt;&quot;&gt;Sometimes the scoffing will come along with a caveat that morality may be &lt;/span&gt;&lt;span style=&quot;font-family: Roboto; font-size: 12pt; font-style: italic;&quot;&gt;useful &lt;/span&gt;&lt;span style=&quot;font-family: Roboto; font-size: 12pt;&quot;&gt;in some sense, but that there is still something fundamentally irrational about it. At the extremely moderate end, a moral nihilist may even say that while moral nihilism is technically true, he &lt;/span&gt;&lt;span style=&quot;font-family: Roboto; font-size: 12pt; font-style: italic;&quot;&gt;acts&lt;/span&gt;&lt;span style=&quot;font-family: Roboto; font-size: 12pt;&quot;&gt;&amp;nbsp;&lt;/span&gt;&lt;span style=&quot;font-family: Roboto; font-size: 12pt; font-style: italic;&quot;&gt;as though &lt;/span&gt;&lt;span style=&quot;font-family: Roboto; font-size: 12pt;&quot;&gt;morality were real.&lt;/span&gt;&lt;/p&gt;&lt;p class=&quot;zw-paragraph&quot; data-line-height=&quot;1.2&quot; data-margin-bottom=&quot;0pt&quot; data-textformat=&quot;{&amp;quot;type&amp;quot;:&amp;quot;text&amp;quot;}&quot; data_styles=&quot;{&amp;quot;type&amp;quot;:&amp;quot;text&amp;quot;}&quot; style=&quot;line-height: 1.2; margin: 0px 0px 0pt;&quot;&gt;&lt;span class=&quot;EOP&quot;&gt;&amp;nbsp;&lt;/span&gt;&lt;/p&gt;&lt;p class=&quot;zw-paragraph&quot; data-line-height=&quot;1.2&quot; data-margin-bottom=&quot;0pt&quot; data-textformat=&quot;{&amp;quot;type&amp;quot;:&amp;quot;text&amp;quot;}&quot; data_styles=&quot;{&amp;quot;type&amp;quot;:&amp;quot;text&amp;quot;}&quot; style=&quot;line-height: 1.2; margin: 0px 0px 0pt;&quot;&gt;&lt;span style=&quot;font-family: Roboto; font-size: 12pt;&quot;&gt;I&#39;m going to argue against this view. There is a real aspect of reality that conforms to our intuitive concept of &quot;morality&quot; so well that it would be absurd if we did not call it &quot;morality&quot;.&lt;/span&gt;&lt;/p&gt;&lt;p class=&quot;zw-paragraph&quot; data-line-height=&quot;1.2&quot; data-margin-bottom=&quot;0pt&quot; data-textformat=&quot;{&amp;quot;type&amp;quot;:&amp;quot;text&amp;quot;}&quot; data_styles=&quot;{&amp;quot;type&amp;quot;:&amp;quot;text&amp;quot;}&quot; style=&quot;line-height: 1.2; margin: 0px 0px 0pt;&quot;&gt;&lt;span class=&quot;EOP&quot;&gt;&amp;nbsp;&lt;/span&gt;&lt;/p&gt;&lt;p class=&quot;zw-paragraph&quot; data-line-height=&quot;1.2&quot; data-margin-bottom=&quot;0pt&quot; data-textformat=&quot;{&amp;quot;type&amp;quot;:&amp;quot;text&amp;quot;}&quot; data_styles=&quot;{&amp;quot;type&amp;quot;:&amp;quot;text&amp;quot;}&quot; style=&quot;line-height: 1.2; margin: 0px 0px 0pt;&quot;&gt;&lt;span style=&quot;font-family: Roboto; font-size: 12pt;&quot;&gt;First, I&#39;m going to broaden my attack. I want to make sure I&#39;m responding to all moral nihilists, even the moral nihilists who don&#39;t know they&#39;re moral nihilists. If you would describe your opinion of morality as &quot;might makes right&quot;, you are also a moral nihilist. If, when confronted with a question of morality, you simply brush it off with &quot;morality is subjective&quot;, you are &lt;/span&gt;&lt;span style=&quot;font-family: Roboto; font-size: 12pt; font-style: italic;&quot;&gt;also &lt;/span&gt;&lt;span style=&quot;font-family: Roboto; font-size: 12pt;&quot;&gt;also&lt;/span&gt;&lt;span style=&quot;font-family: Roboto; font-size: 12pt;&quot;&gt; a moral nihilist.&lt;/span&gt;&lt;/p&gt;&lt;p class=&quot;zw-paragraph&quot; data-line-height=&quot;1.2&quot; data-margin-bottom=&quot;0pt&quot; data-textformat=&quot;{&amp;quot;type&amp;quot;:&amp;quot;text&amp;quot;}&quot; data_styles=&quot;{&amp;quot;type&amp;quot;:&amp;quot;text&amp;quot;}&quot; style=&quot;line-height: 1.2; margin: 0px 0px 0pt;&quot;&gt;&lt;span class=&quot;EOP&quot;&gt;&amp;nbsp;&lt;/span&gt;&lt;/p&gt;&lt;p class=&quot;zw-paragraph&quot; data-line-height=&quot;1.2&quot; data-margin-bottom=&quot;0pt&quot; data-textformat=&quot;{&amp;quot;type&amp;quot;:&amp;quot;text&amp;quot;}&quot; data_styles=&quot;{&amp;quot;type&amp;quot;:&amp;quot;text&amp;quot;}&quot; style=&quot;line-height: 1.2; margin: 0px 0px 0pt;&quot;&gt;&lt;span style=&quot;font-family: Roboto; font-size: 12pt;&quot;&gt;I am now telling people what they are, which people tend not to like, so I had better justify myself quickly.&lt;/span&gt;&lt;/p&gt;&lt;p class=&quot;zw-paragraph&quot; data-line-height=&quot;1.2&quot; data-margin-bottom=&quot;0pt&quot; data-textformat=&quot;{&amp;quot;type&amp;quot;:&amp;quot;text&amp;quot;}&quot; data_styles=&quot;{&amp;quot;type&amp;quot;:&amp;quot;text&amp;quot;}&quot; style=&quot;line-height: 1.2; margin: 0px 0px 0pt;&quot;&gt;&lt;span class=&quot;EOP&quot;&gt;&amp;nbsp;&lt;/span&gt;&lt;/p&gt;&lt;p class=&quot;zw-paragraph&quot; data-line-height=&quot;1.2&quot; data-margin-bottom=&quot;0pt&quot; data-textformat=&quot;{&amp;quot;fw&amp;quot;:&amp;quot;bold&amp;quot;,&amp;quot;type&amp;quot;:&amp;quot;text&amp;quot;}&quot; data_styles=&quot;{&amp;quot;fw&amp;quot;:&amp;quot;bold&amp;quot;,&amp;quot;type&amp;quot;:&amp;quot;text&amp;quot;}&quot; style=&quot;line-height: 1.2; margin: 0px 0px 0pt;&quot;&gt;&lt;span style=&quot;font-family: Roboto; font-size: 12pt; font-weight: 700;&quot;&gt;Might Makes Right&lt;/span&gt;&lt;/p&gt;&lt;p class=&quot;zw-paragraph&quot; data-line-height=&quot;1.2&quot; data-margin-bottom=&quot;0pt&quot; data-textformat=&quot;{&amp;quot;fw&amp;quot;:&amp;quot;bold&amp;quot;,&amp;quot;type&amp;quot;:&amp;quot;text&amp;quot;}&quot; data_styles=&quot;{&amp;quot;fw&amp;quot;:&amp;quot;bold&amp;quot;,&amp;quot;type&amp;quot;:&amp;quot;text&amp;quot;}&quot; style=&quot;line-height: 1.2; margin: 0px 0px 0pt;&quot;&gt;&lt;span class=&quot;EOP&quot;&gt;&amp;nbsp;&lt;/span&gt;&lt;/p&gt;&lt;p class=&quot;zw-paragraph heading0&quot; data-hd-info=&quot;0&quot; data-header=&quot;0&quot; data-line-height=&quot;1.2&quot; data-margin-bottom=&quot;0pt&quot; data-textformat=&quot;{&amp;quot;fgc&amp;quot;:&amp;quot;rgb(0, 0, 0)&amp;quot;,&amp;quot;size&amp;quot;:&amp;quot;12.00&amp;quot;,&amp;quot;type&amp;quot;:&amp;quot;text&amp;quot;}&quot; data_styles=&quot;{&amp;quot;fgc&amp;quot;:&amp;quot;rgb(0, 0, 0)&amp;quot;,&amp;quot;size&amp;quot;:&amp;quot;12.00&amp;quot;,&amp;quot;type&amp;quot;:&amp;quot;text&amp;quot;}&quot; style=&quot;direction: ltr; line-height: 1.2; margin: 0px 0px 0pt;&quot;&gt;&lt;span style=&quot;font-family: Roboto; font-size: 12pt; font-variant-east-asian: normal; font-variant-numeric: normal; letter-spacing: 0pt; vertical-align: baseline;&quot;&gt;To be fair, this statement is &lt;/span&gt;&lt;span style=&quot;font-family: Roboto; font-size: 12pt; font-style: italic; font-variant-east-asian: normal; font-variant-numeric: normal; letter-spacing: 0pt; vertical-align: baseline;&quot;&gt;sometimes&lt;/span&gt;&lt;span style=&quot;font-family: Roboto; font-size: 12pt; font-variant-east-asian: normal; font-variant-numeric: normal; letter-spacing: 0pt; vertical-align: baseline;&quot;&gt; used for purposes &lt;/span&gt;&lt;span style=&quot;font-family: Roboto; font-size: 12pt; font-style: italic; font-variant-east-asian: normal; font-variant-numeric: normal; letter-spacing: 0pt; vertical-align: baseline;&quot;&gt;other&lt;/span&gt;&lt;span style=&quot;font-family: Roboto; font-size: 12pt; font-variant-east-asian: normal; font-variant-numeric: normal; letter-spacing: 0pt; vertical-align: baseline;&quot;&gt; than moral nihilism. Sometimes it&#39;s meant to make the point that whatever your idea of morality is&lt;/span&gt;&lt;span style=&quot;font-family: Roboto; font-size: 12pt; font-variant-east-asian: normal; font-variant-numeric: normal; letter-spacing: 0pt; vertical-align: baseline;&quot;&gt;, it&#39;s pretty inconsequential if you don&#39;t have the power to enforce it. If you&#39;re using it this way, make sure you&#39;re not using it to respond to a moral claim. If I say &quot;I think this thing is immoral&quot; and you chortle and say &quot;the only morality is &lt;/span&gt;&lt;span style=&quot;font-family: Roboto; font-size: 12pt; font-style: italic; font-variant-east-asian: normal; font-variant-numeric: normal; letter-spacing: 0pt; vertical-align: baseline;&quot;&gt;might makes right&lt;/span&gt;&lt;span style=&quot;font-family: Roboto; font-size: 12pt; font-variant-east-asian: normal; font-variant-numeric: normal; letter-spacing: 0pt; vertical-align: baseline;&quot;&gt;. The strong do what they can and the weak suffer what they must.&quot; then despite how cool you think that makes you sound, it&#39;s off topic. &lt;/span&gt;&lt;span style=&quot;font-family: Roboto; font-size: 12pt; font-variant-east-asian: normal; font-variant-numeric: normal; letter-spacing: 0pt; vertical-align: baseline;&quot;&gt;You may be correct (my understanding of morality may be impotent if I&#39;m without might) but that says nothing about whether or not an act is in fact moral.&lt;/span&gt;&lt;/p&gt;&lt;p class=&quot;zw-paragraph heading0&quot; data-hd-info=&quot;0&quot; data-header=&quot;0&quot; data-line-height=&quot;1.2&quot; data-margin-bottom=&quot;0pt&quot; data-textformat=&quot;{&amp;quot;ff&amp;quot;:&amp;quot;Roboto&amp;quot;,&amp;quot;fv&amp;quot;:&amp;quot;normal&amp;quot;,&amp;quot;td&amp;quot;:&amp;quot;none&amp;quot;,&amp;quot;cs&amp;quot;:&amp;quot;0pt&amp;quot;,&amp;quot;fw&amp;quot;:&amp;quot;none&amp;quot;,&amp;quot;fgc&amp;quot;:&amp;quot;rgb(0, 0, 0)&amp;quot;,&amp;quot;size&amp;quot;:&amp;quot;12.00&amp;quot;,&amp;quot;va&amp;quot;:&amp;quot;baseline&amp;quot;,&amp;quot;fw_i&amp;quot;:400,&amp;quot;type&amp;quot;:&amp;quot;text&amp;quot;,&amp;quot;fs&amp;quot;:&amp;quot;normal&amp;quot;,&amp;quot;bgc&amp;quot;:&amp;quot;rgba(0, 0, 0, 0)&amp;quot;}&quot; data_styles=&quot;{&amp;quot;ff&amp;quot;:&amp;quot;Roboto&amp;quot;,&amp;quot;fv&amp;quot;:&amp;quot;normal&amp;quot;,&amp;quot;td&amp;quot;:&amp;quot;none&amp;quot;,&amp;quot;cs&amp;quot;:&amp;quot;0pt&amp;quot;,&amp;quot;fw&amp;quot;:&amp;quot;none&amp;quot;,&amp;quot;fgc&amp;quot;:&amp;quot;rgb(0, 0, 0)&amp;quot;,&amp;quot;size&amp;quot;:&amp;quot;12.00&amp;quot;,&amp;quot;va&amp;quot;:&amp;quot;baseline&amp;quot;,&amp;quot;fw_i&amp;quot;:400,&amp;quot;type&amp;quot;:&amp;quot;text&amp;quot;,&amp;quot;fs&amp;quot;:&amp;quot;normal&amp;quot;,&amp;quot;bgc&amp;quot;:&amp;quot;rgba(0, 0, 0, 0)&amp;quot;}&quot; style=&quot;direction: ltr; line-height: 1.2; margin: 0px 0px 0pt;&quot;&gt;&lt;span class=&quot;EOP&quot;&gt;&amp;nbsp;&lt;/span&gt;&lt;/p&gt;&lt;p class=&quot;zw-paragraph heading0&quot; data-hd-info=&quot;0&quot; data-header=&quot;0&quot; data-line-height=&quot;1.2&quot; data-margin-bottom=&quot;0pt&quot; data-textformat=&quot;{&amp;quot;ff&amp;quot;:&amp;quot;Roboto&amp;quot;,&amp;quot;fv&amp;quot;:&amp;quot;normal&amp;quot;,&amp;quot;td&amp;quot;:&amp;quot;none&amp;quot;,&amp;quot;cs&amp;quot;:&amp;quot;0pt&amp;quot;,&amp;quot;fw&amp;quot;:&amp;quot;none&amp;quot;,&amp;quot;fgc&amp;quot;:&amp;quot;rgb(0, 0, 0)&amp;quot;,&amp;quot;size&amp;quot;:&amp;quot;12.00&amp;quot;,&amp;quot;va&amp;quot;:&amp;quot;baseline&amp;quot;,&amp;quot;fw_i&amp;quot;:400,&amp;quot;type&amp;quot;:&amp;quot;text&amp;quot;,&amp;quot;fs&amp;quot;:&amp;quot;normal&amp;quot;,&amp;quot;bgc&amp;quot;:&amp;quot;rgba(0, 0, 0, 0)&amp;quot;}&quot; data_styles=&quot;{&amp;quot;ff&amp;quot;:&amp;quot;Roboto&amp;quot;,&amp;quot;fv&amp;quot;:&amp;quot;normal&amp;quot;,&amp;quot;td&amp;quot;:&amp;quot;none&amp;quot;,&amp;quot;cs&amp;quot;:&amp;quot;0pt&amp;quot;,&amp;quot;fw&amp;quot;:&amp;quot;none&amp;quot;,&amp;quot;fgc&amp;quot;:&amp;quot;rgb(0, 0, 0)&amp;quot;,&amp;quot;size&amp;quot;:&amp;quot;12.00&amp;quot;,&amp;quot;va&amp;quot;:&amp;quot;baseline&amp;quot;,&amp;quot;fw_i&amp;quot;:400,&amp;quot;type&amp;quot;:&amp;quot;text&amp;quot;,&amp;quot;fs&amp;quot;:&amp;quot;normal&amp;quot;,&amp;quot;bgc&amp;quot;:&amp;quot;rgba(0, 0, 0, 0)&amp;quot;}&quot; style=&quot;direction: ltr; line-height: 1.2; margin: 0px 0px 0pt;&quot;&gt;&lt;span style=&quot;font-family: Roboto; font-size: 12pt; font-variant-east-asian: normal; font-variant-numeric: normal; letter-spacing: 0pt; vertical-align: baseline;&quot;&gt;But this is all with respect to a non-literal interpretation which doesn&#39;t actually make a direct statement about morality at all. If we instead interpret the statement &quot;might makes right&quot; literally, then it actually carries an implication of moral nihilism&lt;/span&gt;&lt;span style=&quot;font-family: Roboto; font-size: 12pt; font-variant-east-asian: normal; font-variant-numeric: normal; letter-spacing: 0pt; vertical-align: baseline;&quot;&gt;. Taken literally, the claim &quot;might makes right&quot; means that whatever the mighty do is necessarily right.&lt;/span&gt;&lt;span style=&quot;font-family: Roboto; font-size: 12pt; font-variant-east-asian: normal; font-variant-numeric: normal; letter-spacing: 0pt; vertical-align: baseline;&quot;&gt; Presumably &lt;/span&gt;&lt;span style=&quot;font-family: Roboto; font-size: 12pt; font-style: italic; font-variant-east-asian: normal; font-variant-numeric: normal; letter-spacing: 0pt; vertical-align: baseline;&quot;&gt;might &lt;/span&gt;&lt;span style=&quot;font-family: Roboto; font-size: 12pt; font-variant-east-asian: normal; font-variant-numeric: normal; letter-spacing: 0pt; vertical-align: baseline;&quot;&gt;in this context is not just physical strength, but whatever ability you use to manifest your will in reality. Intelligence is a kind of &quot;might&quot;, popularity is a kind of &quot;might&quot;, and so on.&lt;/span&gt;&lt;/p&gt;&lt;p class=&quot;zw-paragraph heading0&quot; data-hd-info=&quot;0&quot; data-header=&quot;0&quot; data-line-height=&quot;1.2&quot; data-margin-bottom=&quot;0pt&quot; data-textformat=&quot;{&amp;quot;ff&amp;quot;:&amp;quot;Roboto&amp;quot;,&amp;quot;fv&amp;quot;:&amp;quot;normal&amp;quot;,&amp;quot;td&amp;quot;:&amp;quot;none&amp;quot;,&amp;quot;cs&amp;quot;:&amp;quot;0pt&amp;quot;,&amp;quot;fw&amp;quot;:&amp;quot;none&amp;quot;,&amp;quot;fgc&amp;quot;:&amp;quot;rgb(0, 0, 0)&amp;quot;,&amp;quot;size&amp;quot;:&amp;quot;12.00&amp;quot;,&amp;quot;va&amp;quot;:&amp;quot;baseline&amp;quot;,&amp;quot;fw_i&amp;quot;:400,&amp;quot;type&amp;quot;:&amp;quot;text&amp;quot;,&amp;quot;fs&amp;quot;:&amp;quot;none&amp;quot;,&amp;quot;bgc&amp;quot;:&amp;quot;rgba(0, 0, 0, 0)&amp;quot;}&quot; data_styles=&quot;{&amp;quot;ff&amp;quot;:&amp;quot;Roboto&amp;quot;,&amp;quot;fv&amp;quot;:&amp;quot;normal&amp;quot;,&amp;quot;td&amp;quot;:&amp;quot;none&amp;quot;,&amp;quot;cs&amp;quot;:&amp;quot;0pt&amp;quot;,&amp;quot;fw&amp;quot;:&amp;quot;none&amp;quot;,&amp;quot;fgc&amp;quot;:&amp;quot;rgb(0, 0, 0)&amp;quot;,&amp;quot;size&amp;quot;:&amp;quot;12.00&amp;quot;,&amp;quot;va&amp;quot;:&amp;quot;baseline&amp;quot;,&amp;quot;fw_i&amp;quot;:400,&amp;quot;type&amp;quot;:&amp;quot;text&amp;quot;,&amp;quot;fs&amp;quot;:&amp;quot;none&amp;quot;,&amp;quot;bgc&amp;quot;:&amp;quot;rgba(0, 0, 0, 0)&amp;quot;}&quot; style=&quot;direction: ltr; line-height: 1.2; margin: 0px 0px 0pt;&quot;&gt;&lt;span class=&quot;EOP&quot;&gt;&amp;nbsp;&lt;/span&gt;&lt;/p&gt;&lt;p class=&quot;zw-paragraph heading0&quot; data-hd-info=&quot;0&quot; data-header=&quot;0&quot; data-line-height=&quot;1.2&quot; data-margin-bottom=&quot;0pt&quot; data-textformat=&quot;{&amp;quot;fgc&amp;quot;:&amp;quot;rgb(0, 0, 0)&amp;quot;,&amp;quot;size&amp;quot;:&amp;quot;12.00&amp;quot;,&amp;quot;type&amp;quot;:&amp;quot;text&amp;quot;}&quot; data_styles=&quot;{&amp;quot;fgc&amp;quot;:&amp;quot;rgb(0, 0, 0)&amp;quot;,&amp;quot;size&amp;quot;:&amp;quot;12.00&amp;quot;,&amp;quot;type&amp;quot;:&amp;quot;text&amp;quot;}&quot; style=&quot;direction: ltr; line-height: 1.2; margin: 0px 0px 0pt;&quot;&gt;&lt;span style=&quot;font-family: Roboto; font-size: 12pt; font-variant-east-asian: normal; font-variant-numeric: normal; letter-spacing: 0pt; vertical-align: baseline;&quot;&gt;By this definition nothing can be done that is not an example of &lt;/span&gt;&lt;span style=&quot;font-family: Roboto; font-size: 12pt; font-style: italic; font-variant-east-asian: normal; font-variant-numeric: normal; letter-spacing: 0pt; vertical-align: baseline;&quot;&gt;might &lt;/span&gt;&lt;span style=&quot;font-family: Roboto; font-size: 12pt; font-variant-east-asian: normal; font-variant-numeric: normal; letter-spacing: 0pt; vertical-align: baseline;&quot;&gt;prevailing. If anything happens that you didn&#39;t want to happen then you were not the one with the might, and so &quot;what the mighty determine&quot; is indistinguishable from &quot;what happens&quot;. &lt;/span&gt;&lt;span style=&quot;font-family: Roboto; font-size: 12pt; font-variant-east-asian: normal; font-variant-numeric: normal; letter-spacing: 0pt; vertical-align: baseline;&quot;&gt;Instead of &quot;might makes right&quot; you may as well just say &quot;whatever happens is right&quot;.&lt;/span&gt;&lt;/p&gt;&lt;p class=&quot;zw-paragraph heading0&quot; data-hd-info=&quot;0&quot; data-header=&quot;0&quot; data-line-height=&quot;1.2&quot; data-margin-bottom=&quot;0pt&quot; data-textformat=&quot;{&amp;quot;ff&amp;quot;:&amp;quot;Roboto&amp;quot;,&amp;quot;fv&amp;quot;:&amp;quot;normal&amp;quot;,&amp;quot;td&amp;quot;:&amp;quot;none&amp;quot;,&amp;quot;cs&amp;quot;:&amp;quot;0pt&amp;quot;,&amp;quot;fw&amp;quot;:&amp;quot;none&amp;quot;,&amp;quot;fgc&amp;quot;:&amp;quot;rgb(0, 0, 0)&amp;quot;,&amp;quot;size&amp;quot;:&amp;quot;12.00&amp;quot;,&amp;quot;va&amp;quot;:&amp;quot;baseline&amp;quot;,&amp;quot;fw_i&amp;quot;:400,&amp;quot;type&amp;quot;:&amp;quot;text&amp;quot;,&amp;quot;fs&amp;quot;:&amp;quot;normal&amp;quot;,&amp;quot;bgc&amp;quot;:&amp;quot;rgba(0, 0, 0, 0)&amp;quot;}&quot; data_styles=&quot;{&amp;quot;ff&amp;quot;:&amp;quot;Roboto&amp;quot;,&amp;quot;fv&amp;quot;:&amp;quot;normal&amp;quot;,&amp;quot;td&amp;quot;:&amp;quot;none&amp;quot;,&amp;quot;cs&amp;quot;:&amp;quot;0pt&amp;quot;,&amp;quot;fw&amp;quot;:&amp;quot;none&amp;quot;,&amp;quot;fgc&amp;quot;:&amp;quot;rgb(0, 0, 0)&amp;quot;,&amp;quot;size&amp;quot;:&amp;quot;12.00&amp;quot;,&amp;quot;va&amp;quot;:&amp;quot;baseline&amp;quot;,&amp;quot;fw_i&amp;quot;:400,&amp;quot;type&amp;quot;:&amp;quot;text&amp;quot;,&amp;quot;fs&amp;quot;:&amp;quot;normal&amp;quot;,&amp;quot;bgc&amp;quot;:&amp;quot;rgba(0, 0, 0, 0)&amp;quot;}&quot; style=&quot;direction: ltr; line-height: 1.2; margin: 0px 0px 0pt;&quot;&gt;&lt;span class=&quot;EOP&quot;&gt;&amp;nbsp;&lt;/span&gt;&lt;/p&gt;&lt;p class=&quot;zw-paragraph heading0&quot; data-hd-info=&quot;0&quot; data-header=&quot;0&quot; data-line-height=&quot;1.2&quot; data-margin-bottom=&quot;0pt&quot; data-textformat=&quot;{&amp;quot;fgc&amp;quot;:&amp;quot;rgb(0, 0, 0)&amp;quot;,&amp;quot;size&amp;quot;:&amp;quot;12.00&amp;quot;,&amp;quot;type&amp;quot;:&amp;quot;text&amp;quot;}&quot; data_styles=&quot;{&amp;quot;fgc&amp;quot;:&amp;quot;rgb(0, 0, 0)&amp;quot;,&amp;quot;size&amp;quot;:&amp;quot;12.00&amp;quot;,&amp;quot;type&amp;quot;:&amp;quot;text&amp;quot;}&quot; style=&quot;direction: ltr; line-height: 1.2; margin: 0px 0px 0pt;&quot;&gt;&lt;span style=&quot;font-family: Roboto; font-size: 12pt; font-variant-east-asian: normal; font-variant-numeric: normal; letter-spacing: 0pt; vertical-align: baseline;&quot;&gt;Furthermore, if might really &lt;/span&gt;&lt;span style=&quot;font-family: Roboto; font-size: 12pt; font-style: italic; font-variant-east-asian: normal; font-variant-numeric: normal; letter-spacing: 0pt; vertical-align: baseline;&quot;&gt;is&lt;/span&gt;&lt;span style=&quot;font-family: Roboto; font-size: 12pt; font-variant-east-asian: normal; font-variant-numeric: normal; letter-spacing: 0pt; vertical-align: baseline;&quot;&gt; right then nothing can ever happen that is not &lt;/span&gt;&lt;span style=&quot;font-family: Roboto; font-size: 12pt; font-style: italic; font-variant-east-asian: normal; font-variant-numeric: normal; letter-spacing: 0pt; vertical-align: baseline;&quot;&gt;right &lt;/span&gt;&lt;span style=&quot;font-family: Roboto; font-size: 12pt; font-variant-east-asian: normal; font-variant-numeric: normal; letter-spacing: 0pt; vertical-align: baseline;&quot;&gt;either&lt;/span&gt;&lt;span style=&quot;font-family: Roboto; font-size: 12pt; font-variant-east-asian: normal; font-variant-numeric: normal; letter-spacing: 0pt; vertical-align: baseline;&quot;&gt;. If everything that happens is necessarily right, &lt;/span&gt;&lt;span style=&quot;font-family: Roboto; font-size: 12pt; font-variant-east-asian: normal; font-variant-numeric: normal; letter-spacing: 0pt; vertical-align: baseline;&quot;&gt;then &quot;right&quot; (in a moral sense) is also indistinguishable from &quot;what happens&quot;.&lt;/span&gt;&lt;/p&gt;&lt;p class=&quot;zw-paragraph heading0&quot; data-hd-info=&quot;0&quot; data-header=&quot;0&quot; data-line-height=&quot;1.2&quot; data-margin-bottom=&quot;0pt&quot; data-textformat=&quot;{&amp;quot;ff&amp;quot;:&amp;quot;Roboto&amp;quot;,&amp;quot;fv&amp;quot;:&amp;quot;normal&amp;quot;,&amp;quot;td&amp;quot;:&amp;quot;none&amp;quot;,&amp;quot;cs&amp;quot;:&amp;quot;0pt&amp;quot;,&amp;quot;fw&amp;quot;:&amp;quot;none&amp;quot;,&amp;quot;fgc&amp;quot;:&amp;quot;rgb(0, 0, 0)&amp;quot;,&amp;quot;size&amp;quot;:&amp;quot;12.00&amp;quot;,&amp;quot;va&amp;quot;:&amp;quot;baseline&amp;quot;,&amp;quot;fw_i&amp;quot;:400,&amp;quot;type&amp;quot;:&amp;quot;text&amp;quot;,&amp;quot;fs&amp;quot;:&amp;quot;none&amp;quot;,&amp;quot;bgc&amp;quot;:&amp;quot;rgba(0, 0, 0, 0)&amp;quot;}&quot; data_styles=&quot;{&amp;quot;ff&amp;quot;:&amp;quot;Roboto&amp;quot;,&amp;quot;fv&amp;quot;:&amp;quot;normal&amp;quot;,&amp;quot;td&amp;quot;:&amp;quot;none&amp;quot;,&amp;quot;cs&amp;quot;:&amp;quot;0pt&amp;quot;,&amp;quot;fw&amp;quot;:&amp;quot;none&amp;quot;,&amp;quot;fgc&amp;quot;:&amp;quot;rgb(0, 0, 0)&amp;quot;,&amp;quot;size&amp;quot;:&amp;quot;12.00&amp;quot;,&amp;quot;va&amp;quot;:&amp;quot;baseline&amp;quot;,&amp;quot;fw_i&amp;quot;:400,&amp;quot;type&amp;quot;:&amp;quot;text&amp;quot;,&amp;quot;fs&amp;quot;:&amp;quot;none&amp;quot;,&amp;quot;bgc&amp;quot;:&amp;quot;rgba(0, 0, 0, 0)&amp;quot;}&quot; style=&quot;direction: ltr; line-height: 1.2; margin: 0px 0px 0pt;&quot;&gt;&lt;span class=&quot;EOP&quot;&gt;&amp;nbsp;&lt;/span&gt;&lt;/p&gt;&lt;p class=&quot;zw-paragraph&quot; data-line-height=&quot;1.2&quot; data-margin-bottom=&quot;0pt&quot; data-textformat=&quot;{&amp;quot;fw&amp;quot;:&amp;quot;bold&amp;quot;,&amp;quot;type&amp;quot;:&amp;quot;text&amp;quot;}&quot; data_styles=&quot;{&amp;quot;fw&amp;quot;:&amp;quot;bold&amp;quot;,&amp;quot;type&amp;quot;:&amp;quot;text&amp;quot;}&quot; style=&quot;line-height: 1.2; margin: 0px 0px 0pt;&quot;&gt;&lt;span style=&quot;font-family: Roboto; font-size: 12pt; font-variant-east-asian: normal; font-variant-numeric: normal; letter-spacing: 0pt; vertical-align: baseline;&quot;&gt;If you enter a discussion of morality and you effectively say &quot;what happens is what &lt;/span&gt;&lt;span style=&quot;font-family: Roboto; font-size: 12pt; font-variant-east-asian: normal; font-variant-numeric: normal; letter-spacing: 0pt; vertical-align: baseline;&quot;&gt;happens&quot;, you&#39;re either failing to make a relevant comment, or you&#39;re trying to say that you don&#39;t believe in morality at all. Therefore, to the extent that it&#39;s even relevant to a conversation about morality, the statement &quot;might makes right&quot; is just a way of saying &quot;there is no right&quot; that manages to sound &lt;/span&gt;&lt;span style=&quot;font-family: Roboto; font-size: 12pt; font-style: italic; font-variant-east-asian: normal; font-variant-numeric: normal; letter-spacing: 0pt; vertical-align: baseline;&quot;&gt;even&lt;/span&gt;&lt;span style=&quot;font-family: Roboto; font-size: 12pt; font-variant-east-asian: normal; font-variant-numeric: normal; letter-spacing: 0pt; vertical-align: baseline;&quot;&gt;&amp;nbsp;&lt;/span&gt;&lt;span style=&quot;font-family: Roboto; font-size: 12pt; font-style: italic; font-variant-east-asian: normal; font-variant-numeric: normal; letter-spacing: 0pt; vertical-align: baseline;&quot;&gt;more&lt;/span&gt;&lt;span style=&quot;font-family: Roboto; font-size: 12pt; font-variant-east-asian: normal; font-variant-numeric: normal; letter-spacing: 0pt; vertical-align: baseline;&quot;&gt; like teenage angst.&lt;/span&gt;&lt;/p&gt;&lt;p class=&quot;zw-paragraph&quot; data-line-height=&quot;1.2&quot; data-margin-bottom=&quot;0pt&quot; data-textformat=&quot;{&amp;quot;ff&amp;quot;:&amp;quot;Roboto&amp;quot;,&amp;quot;fv&amp;quot;:&amp;quot;normal&amp;quot;,&amp;quot;td&amp;quot;:&amp;quot;none&amp;quot;,&amp;quot;cs&amp;quot;:&amp;quot;0pt&amp;quot;,&amp;quot;fw&amp;quot;:&amp;quot;none&amp;quot;,&amp;quot;fgc&amp;quot;:&amp;quot;rgb(0, 0, 0)&amp;quot;,&amp;quot;size&amp;quot;:&amp;quot;12.00&amp;quot;,&amp;quot;va&amp;quot;:&amp;quot;baseline&amp;quot;,&amp;quot;fw_i&amp;quot;:400,&amp;quot;type&amp;quot;:&amp;quot;text&amp;quot;,&amp;quot;fs&amp;quot;:&amp;quot;normal&amp;quot;,&amp;quot;bgc&amp;quot;:&amp;quot;rgba(0, 0, 0, 0)&amp;quot;}&quot; data_styles=&quot;{&amp;quot;ff&amp;quot;:&amp;quot;Roboto&amp;quot;,&amp;quot;fv&amp;quot;:&amp;quot;normal&amp;quot;,&amp;quot;td&amp;quot;:&amp;quot;none&amp;quot;,&amp;quot;cs&amp;quot;:&amp;quot;0pt&amp;quot;,&amp;quot;fw&amp;quot;:&amp;quot;none&amp;quot;,&amp;quot;fgc&amp;quot;:&amp;quot;rgb(0, 0, 0)&amp;quot;,&amp;quot;size&amp;quot;:&amp;quot;12.00&amp;quot;,&amp;quot;va&amp;quot;:&amp;quot;baseline&amp;quot;,&amp;quot;fw_i&amp;quot;:400,&amp;quot;type&amp;quot;:&amp;quot;text&amp;quot;,&amp;quot;fs&amp;quot;:&amp;quot;normal&amp;quot;,&amp;quot;bgc&amp;quot;:&amp;quot;rgba(0, 0, 0, 0)&amp;quot;}&quot; style=&quot;line-height: 1.2; margin: 0px 0px 0pt;&quot;&gt;&lt;span class=&quot;EOP&quot;&gt;&amp;nbsp;&lt;/span&gt;&lt;/p&gt;&lt;p class=&quot;zw-paragraph&quot; data-line-height=&quot;1.2&quot; data-margin-bottom=&quot;0pt&quot; data-textformat=&quot;{&amp;quot;ff&amp;quot;:&amp;quot;Roboto&amp;quot;,&amp;quot;fv&amp;quot;:&amp;quot;normal&amp;quot;,&amp;quot;td&amp;quot;:&amp;quot;none&amp;quot;,&amp;quot;cs&amp;quot;:&amp;quot;0pt&amp;quot;,&amp;quot;fw&amp;quot;:&amp;quot;bold&amp;quot;,&amp;quot;fgc&amp;quot;:&amp;quot;rgb(0, 0, 0)&amp;quot;,&amp;quot;size&amp;quot;:&amp;quot;12.00&amp;quot;,&amp;quot;va&amp;quot;:&amp;quot;baseline&amp;quot;,&amp;quot;fw_i&amp;quot;:400,&amp;quot;type&amp;quot;:&amp;quot;text&amp;quot;,&amp;quot;fs&amp;quot;:&amp;quot;normal&amp;quot;,&amp;quot;bgc&amp;quot;:&amp;quot;rgba(0, 0, 0, 0)&amp;quot;}&quot; data_styles=&quot;{&amp;quot;ff&amp;quot;:&amp;quot;Roboto&amp;quot;,&amp;quot;fv&amp;quot;:&amp;quot;normal&amp;quot;,&amp;quot;td&amp;quot;:&amp;quot;none&amp;quot;,&amp;quot;cs&amp;quot;:&amp;quot;0pt&amp;quot;,&amp;quot;fw&amp;quot;:&amp;quot;bold&amp;quot;,&amp;quot;fgc&amp;quot;:&amp;quot;rgb(0, 0, 0)&amp;quot;,&amp;quot;size&amp;quot;:&amp;quot;12.00&amp;quot;,&amp;quot;va&amp;quot;:&amp;quot;baseline&amp;quot;,&amp;quot;fw_i&amp;quot;:400,&amp;quot;type&amp;quot;:&amp;quot;text&amp;quot;,&amp;quot;fs&amp;quot;:&amp;quot;normal&amp;quot;,&amp;quot;bgc&amp;quot;:&amp;quot;rgba(0, 0, 0, 0)&amp;quot;}&quot; style=&quot;line-height: 1.2; margin: 0px 0px 0pt;&quot;&gt;&lt;span style=&quot;font-family: Roboto; font-size: 12pt; font-variant-east-asian: normal; font-variant-numeric: normal; font-weight: 700; letter-spacing: 0pt; vertical-align: baseline;&quot;&gt;Morality Is Subjective&lt;/span&gt;&lt;/p&gt;&lt;p class=&quot;zw-paragraph&quot; data-line-height=&quot;1.2&quot; data-margin-bottom=&quot;0pt&quot; data-textformat=&quot;{&amp;quot;ff&amp;quot;:&amp;quot;Roboto&amp;quot;,&amp;quot;fv&amp;quot;:&amp;quot;normal&amp;quot;,&amp;quot;td&amp;quot;:&amp;quot;none&amp;quot;,&amp;quot;cs&amp;quot;:&amp;quot;0pt&amp;quot;,&amp;quot;fw&amp;quot;:&amp;quot;bold&amp;quot;,&amp;quot;fgc&amp;quot;:&amp;quot;rgb(0, 0, 0)&amp;quot;,&amp;quot;size&amp;quot;:&amp;quot;12.00&amp;quot;,&amp;quot;va&amp;quot;:&amp;quot;baseline&amp;quot;,&amp;quot;fw_i&amp;quot;:400,&amp;quot;type&amp;quot;:&amp;quot;text&amp;quot;,&amp;quot;fs&amp;quot;:&amp;quot;normal&amp;quot;,&amp;quot;bgc&amp;quot;:&amp;quot;rgba(0, 0, 0, 0)&amp;quot;}&quot; data_styles=&quot;{&amp;quot;ff&amp;quot;:&amp;quot;Roboto&amp;quot;,&amp;quot;fv&amp;quot;:&amp;quot;normal&amp;quot;,&amp;quot;td&amp;quot;:&amp;quot;none&amp;quot;,&amp;quot;cs&amp;quot;:&amp;quot;0pt&amp;quot;,&amp;quot;fw&amp;quot;:&amp;quot;bold&amp;quot;,&amp;quot;fgc&amp;quot;:&amp;quot;rgb(0, 0, 0)&amp;quot;,&amp;quot;size&amp;quot;:&amp;quot;12.00&amp;quot;,&amp;quot;va&amp;quot;:&amp;quot;baseline&amp;quot;,&amp;quot;fw_i&amp;quot;:400,&amp;quot;type&amp;quot;:&amp;quot;text&amp;quot;,&amp;quot;fs&amp;quot;:&amp;quot;normal&amp;quot;,&amp;quot;bgc&amp;quot;:&amp;quot;rgba(0, 0, 0, 0)&amp;quot;}&quot; style=&quot;line-height: 1.2; margin: 0px 0px 0pt;&quot;&gt;&lt;span class=&quot;EOP&quot;&gt;&amp;nbsp;&lt;/span&gt;&lt;/p&gt;&lt;p class=&quot;zw-paragraph heading0&quot; data-hd-info=&quot;0&quot; data-header=&quot;0&quot; data-line-height=&quot;1.2&quot; data-margin-bottom=&quot;0pt&quot; data-textformat=&quot;{&amp;quot;fgc&amp;quot;:&amp;quot;rgb(0, 0, 0)&amp;quot;,&amp;quot;size&amp;quot;:&amp;quot;12.00&amp;quot;,&amp;quot;type&amp;quot;:&amp;quot;text&amp;quot;}&quot; data_styles=&quot;{&amp;quot;fgc&amp;quot;:&amp;quot;rgb(0, 0, 0)&amp;quot;,&amp;quot;size&amp;quot;:&amp;quot;12.00&amp;quot;,&amp;quot;type&amp;quot;:&amp;quot;text&amp;quot;}&quot; style=&quot;direction: ltr; line-height: 1.2; margin: 0px 0px 0pt;&quot;&gt;&lt;span style=&quot;font-family: Roboto; font-size: 12pt; font-variant-east-asian: normal; font-variant-numeric: normal; letter-spacing: 0pt; vertical-align: baseline;&quot;&gt;This is another way that people try to say that they don&#39;t believe in morality without actually saying it.&lt;/span&gt;&lt;/p&gt;&lt;p class=&quot;zw-paragraph heading0&quot; data-hd-info=&quot;0&quot; data-header=&quot;0&quot; data-line-height=&quot;1.2&quot; data-margin-bottom=&quot;0pt&quot; data-textformat=&quot;{&amp;quot;fgc&amp;quot;:&amp;quot;rgb(0, 0, 0)&amp;quot;,&amp;quot;size&amp;quot;:&amp;quot;12.00&amp;quot;,&amp;quot;type&amp;quot;:&amp;quot;text&amp;quot;}&quot; data_styles=&quot;{&amp;quot;fgc&amp;quot;:&amp;quot;rgb(0, 0, 0)&amp;quot;,&amp;quot;size&amp;quot;:&amp;quot;12.00&amp;quot;,&amp;quot;type&amp;quot;:&amp;quot;text&amp;quot;}&quot; style=&quot;direction: ltr; line-height: 1.2; margin: 0px 0px 0pt;&quot;&gt;&lt;span class=&quot;EOP&quot;&gt;&amp;nbsp;&lt;/span&gt;&lt;/p&gt;&lt;p class=&quot;zw-paragraph heading0&quot; data-hd-info=&quot;0&quot; data-header=&quot;0&quot; data-line-height=&quot;1.2&quot; data-margin-bottom=&quot;0pt&quot; data-textformat=&quot;{&amp;quot;fgc&amp;quot;:&amp;quot;rgb(0, 0, 0)&amp;quot;,&amp;quot;size&amp;quot;:&amp;quot;12.00&amp;quot;,&amp;quot;type&amp;quot;:&amp;quot;text&amp;quot;}&quot; data_styles=&quot;{&amp;quot;fgc&amp;quot;:&amp;quot;rgb(0, 0, 0)&amp;quot;,&amp;quot;size&amp;quot;:&amp;quot;12.00&amp;quot;,&amp;quot;type&amp;quot;:&amp;quot;text&amp;quot;}&quot; style=&quot;direction: ltr; line-height: 1.2; margin: 0px 0px 0pt;&quot;&gt;&lt;span style=&quot;font-family: Roboto; font-size: 12pt; font-variant-east-asian: normal; font-variant-numeric: normal; letter-spacing: 0pt; vertical-align: baseline;&quot;&gt;First of all, I want to get this out of the way because it&#39;s bafflingly common. Whether morality is subjective has nothing to do with whether we disagree on it. Often people will say &quot;this one guy, or this one culture considers this act to be immoral, while this other guy, or this other culture considers it to be perfectly fine, so morality is really subjective.&quot; That doesn&#39;t logically follow at all. Cultures and individuals disagree on scientific claims as well. Not all cultures realized the earth was round, but that didn&#39;t make the shape of the earth &quot;subjective&quot;. It&#39;s still objective, it&#39;s just disputed.&lt;/span&gt;&lt;/p&gt;&lt;p class=&quot;zw-paragraph heading0&quot; data-hd-info=&quot;0&quot; data-header=&quot;0&quot; data-line-height=&quot;1.2&quot; data-margin-bottom=&quot;0pt&quot; data-textformat=&quot;{&amp;quot;fgc&amp;quot;:&amp;quot;rgb(0, 0, 0)&amp;quot;,&amp;quot;size&amp;quot;:&amp;quot;12.00&amp;quot;,&amp;quot;type&amp;quot;:&amp;quot;text&amp;quot;}&quot; data_styles=&quot;{&amp;quot;fgc&amp;quot;:&amp;quot;rgb(0, 0, 0)&amp;quot;,&amp;quot;size&amp;quot;:&amp;quot;12.00&amp;quot;,&amp;quot;type&amp;quot;:&amp;quot;text&amp;quot;}&quot; style=&quot;direction: ltr; line-height: 1.2; margin: 0px 0px 0pt;&quot;&gt;&lt;span class=&quot;EOP&quot;&gt;&amp;nbsp;&lt;/span&gt;&lt;/p&gt;&lt;p class=&quot;zw-paragraph heading0&quot; data-hd-info=&quot;0&quot; data-header=&quot;0&quot; data-line-height=&quot;1.2&quot; data-margin-bottom=&quot;0pt&quot; data-textformat=&quot;{&amp;quot;fgc&amp;quot;:&amp;quot;rgb(0, 0, 0)&amp;quot;,&amp;quot;size&amp;quot;:&amp;quot;12.00&amp;quot;,&amp;quot;type&amp;quot;:&amp;quot;text&amp;quot;,&amp;quot;fs&amp;quot;:&amp;quot;none&amp;quot;}&quot; data_styles=&quot;{&amp;quot;fgc&amp;quot;:&amp;quot;rgb(0, 0, 0)&amp;quot;,&amp;quot;size&amp;quot;:&amp;quot;12.00&amp;quot;,&amp;quot;type&amp;quot;:&amp;quot;text&amp;quot;,&amp;quot;fs&amp;quot;:&amp;quot;none&amp;quot;}&quot; style=&quot;direction: ltr; line-height: 1.2; margin: 0px 0px 0pt;&quot;&gt;&lt;span style=&quot;font-family: Roboto; font-size: 12pt; font-variant-east-asian: normal; font-variant-numeric: normal; letter-spacing: 0pt; vertical-align: baseline;&quot;&gt;&quot;Subjective&quot; means relating to a specific person or &quot;subject&quot;. For example, let&#39;s take the statement &quot;steak is delicious&quot;. The most common definition of the word &quot;delicious&quot; is basically equivalent to saying that you personally like the taste. In that sense, deliciousness is subjective. If I say &quot;steak is delicious&quot;, it&#39;s true. When people who don&#39;t like steak (communists probably) make that same statement then it is false. Perhaps there would be some other implied subject for deliciousness to apply to in different contexts. Perhaps a chef might mean that the average person who he&#39;s likely to serve likes steak. The point is that&lt;/span&gt;&lt;span style=&quot;font-family: Roboto; font-size: 12pt; font-variant-east-asian: normal; font-variant-numeric: normal; letter-spacing: 0pt; vertical-align: baseline;&quot;&gt; &quot;deliciousness&quot; can be described as &quot;subjective&quot; because it describes not an aspect of the thing itself, but rather something that happens in a subject&#39;s mind in response to that thing.&lt;/span&gt;&lt;/p&gt;&lt;p class=&quot;zw-paragraph heading0&quot; data-hd-info=&quot;0&quot; data-header=&quot;0&quot; data-line-height=&quot;1.2&quot; data-margin-bottom=&quot;0pt&quot; data-textformat=&quot;{&amp;quot;ff&amp;quot;:&amp;quot;Roboto&amp;quot;,&amp;quot;fv&amp;quot;:&amp;quot;normal&amp;quot;,&amp;quot;td&amp;quot;:&amp;quot;none&amp;quot;,&amp;quot;cs&amp;quot;:&amp;quot;0pt&amp;quot;,&amp;quot;fw&amp;quot;:&amp;quot;none&amp;quot;,&amp;quot;fgc&amp;quot;:&amp;quot;rgb(0, 0, 0)&amp;quot;,&amp;quot;size&amp;quot;:&amp;quot;12.00&amp;quot;,&amp;quot;va&amp;quot;:&amp;quot;baseline&amp;quot;,&amp;quot;fw_i&amp;quot;:400,&amp;quot;type&amp;quot;:&amp;quot;text&amp;quot;,&amp;quot;fs&amp;quot;:&amp;quot;normal&amp;quot;,&amp;quot;bgc&amp;quot;:&amp;quot;rgba(0, 0, 0, 0)&amp;quot;}&quot; data_styles=&quot;{&amp;quot;ff&amp;quot;:&amp;quot;Roboto&amp;quot;,&amp;quot;fv&amp;quot;:&amp;quot;normal&amp;quot;,&amp;quot;td&amp;quot;:&amp;quot;none&amp;quot;,&amp;quot;cs&amp;quot;:&amp;quot;0pt&amp;quot;,&amp;quot;fw&amp;quot;:&amp;quot;none&amp;quot;,&amp;quot;fgc&amp;quot;:&amp;quot;rgb(0, 0, 0)&amp;quot;,&amp;quot;size&amp;quot;:&amp;quot;12.00&amp;quot;,&amp;quot;va&amp;quot;:&amp;quot;baseline&amp;quot;,&amp;quot;fw_i&amp;quot;:400,&amp;quot;type&amp;quot;:&amp;quot;text&amp;quot;,&amp;quot;fs&amp;quot;:&amp;quot;normal&amp;quot;,&amp;quot;bgc&amp;quot;:&amp;quot;rgba(0, 0, 0, 0)&amp;quot;}&quot; style=&quot;direction: ltr; line-height: 1.2; margin: 0px 0px 0pt;&quot;&gt;&lt;span class=&quot;EOP&quot;&gt;&amp;nbsp;&lt;/span&gt;&lt;/p&gt;&lt;p class=&quot;zw-paragraph heading0&quot; data-hd-info=&quot;0&quot; data-header=&quot;0&quot; data-line-height=&quot;1.2&quot; data-margin-bottom=&quot;0pt&quot; data-textformat=&quot;{&amp;quot;ff&amp;quot;:&amp;quot;Roboto&amp;quot;,&amp;quot;fv&amp;quot;:&amp;quot;normal&amp;quot;,&amp;quot;td&amp;quot;:&amp;quot;none&amp;quot;,&amp;quot;cs&amp;quot;:&amp;quot;0pt&amp;quot;,&amp;quot;fw&amp;quot;:&amp;quot;none&amp;quot;,&amp;quot;fgc&amp;quot;:&amp;quot;rgb(0, 0, 0)&amp;quot;,&amp;quot;size&amp;quot;:&amp;quot;12.00&amp;quot;,&amp;quot;va&amp;quot;:&amp;quot;baseline&amp;quot;,&amp;quot;fw_i&amp;quot;:400,&amp;quot;type&amp;quot;:&amp;quot;text&amp;quot;,&amp;quot;fs&amp;quot;:&amp;quot;normal&amp;quot;,&amp;quot;bgc&amp;quot;:&amp;quot;rgba(0, 0, 0, 0)&amp;quot;}&quot; data_styles=&quot;{&amp;quot;ff&amp;quot;:&amp;quot;Roboto&amp;quot;,&amp;quot;fv&amp;quot;:&amp;quot;normal&amp;quot;,&amp;quot;td&amp;quot;:&amp;quot;none&amp;quot;,&amp;quot;cs&amp;quot;:&amp;quot;0pt&amp;quot;,&amp;quot;fw&amp;quot;:&amp;quot;none&amp;quot;,&amp;quot;fgc&amp;quot;:&amp;quot;rgb(0, 0, 0)&amp;quot;,&amp;quot;size&amp;quot;:&amp;quot;12.00&amp;quot;,&amp;quot;va&amp;quot;:&amp;quot;baseline&amp;quot;,&amp;quot;fw_i&amp;quot;:400,&amp;quot;type&amp;quot;:&amp;quot;text&amp;quot;,&amp;quot;fs&amp;quot;:&amp;quot;normal&amp;quot;,&amp;quot;bgc&amp;quot;:&amp;quot;rgba(0, 0, 0, 0)&amp;quot;}&quot; style=&quot;direction: ltr; line-height: 1.2; margin: 0px 0px 0pt;&quot;&gt;&lt;span style=&quot;font-family: Roboto; font-size: 12pt; font-variant-east-asian: normal; font-variant-numeric: normal; letter-spacing: 0pt; vertical-align: baseline;&quot;&gt;This is in contrast to a term which is &lt;/span&gt;&lt;span style=&quot;font-family: Roboto; font-size: 12pt; font-style: italic; font-variant-east-asian: normal; font-variant-numeric: normal; letter-spacing: 0pt; vertical-align: baseline;&quot;&gt;objective&lt;/span&gt;&lt;span style=&quot;font-family: Roboto; font-size: 12pt; font-variant-east-asian: normal; font-variant-numeric: normal; letter-spacing: 0pt; vertical-align: baseline;&quot;&gt;, which describes something about the object in question rather than how in interacts with a subject. For example, &quot;squareness&quot; is an objective property. If we&#39;re both looking at a shape which has four equal sides and four equal angles, then it doesn&#39;t matter who says it&#39;s a square, it simply &lt;/span&gt;&lt;span style=&quot;font-family: Roboto; font-size: 12pt; font-style: italic; font-variant-east-asian: normal; font-variant-numeric: normal; letter-spacing: 0pt; vertical-align: baseline;&quot;&gt;is&lt;/span&gt;&lt;span style=&quot;font-family: Roboto; font-size: 12pt; font-variant-east-asian: normal; font-variant-numeric: normal; letter-spacing: 0pt; vertical-align: baseline;&quot;&gt; one.&lt;/span&gt;&lt;/p&gt;&lt;p class=&quot;zw-paragraph heading0&quot; data-hd-info=&quot;0&quot; data-header=&quot;0&quot; data-line-height=&quot;1.2&quot; data-margin-bottom=&quot;0pt&quot; data-textformat=&quot;{&amp;quot;ff&amp;quot;:&amp;quot;Roboto&amp;quot;,&amp;quot;fv&amp;quot;:&amp;quot;normal&amp;quot;,&amp;quot;td&amp;quot;:&amp;quot;none&amp;quot;,&amp;quot;cs&amp;quot;:&amp;quot;0pt&amp;quot;,&amp;quot;fw&amp;quot;:&amp;quot;none&amp;quot;,&amp;quot;fgc&amp;quot;:&amp;quot;rgb(0, 0, 0)&amp;quot;,&amp;quot;size&amp;quot;:&amp;quot;12.00&amp;quot;,&amp;quot;va&amp;quot;:&amp;quot;baseline&amp;quot;,&amp;quot;fw_i&amp;quot;:400,&amp;quot;type&amp;quot;:&amp;quot;text&amp;quot;,&amp;quot;fs&amp;quot;:&amp;quot;normal&amp;quot;,&amp;quot;bgc&amp;quot;:&amp;quot;rgba(0, 0, 0, 0)&amp;quot;}&quot; data_styles=&quot;{&amp;quot;ff&amp;quot;:&amp;quot;Roboto&amp;quot;,&amp;quot;fv&amp;quot;:&amp;quot;normal&amp;quot;,&amp;quot;td&amp;quot;:&amp;quot;none&amp;quot;,&amp;quot;cs&amp;quot;:&amp;quot;0pt&amp;quot;,&amp;quot;fw&amp;quot;:&amp;quot;none&amp;quot;,&amp;quot;fgc&amp;quot;:&amp;quot;rgb(0, 0, 0)&amp;quot;,&amp;quot;size&amp;quot;:&amp;quot;12.00&amp;quot;,&amp;quot;va&amp;quot;:&amp;quot;baseline&amp;quot;,&amp;quot;fw_i&amp;quot;:400,&amp;quot;type&amp;quot;:&amp;quot;text&amp;quot;,&amp;quot;fs&amp;quot;:&amp;quot;normal&amp;quot;,&amp;quot;bgc&amp;quot;:&amp;quot;rgba(0, 0, 0, 0)&amp;quot;}&quot; style=&quot;direction: ltr; line-height: 1.2; margin: 0px 0px 0pt;&quot;&gt;&lt;span class=&quot;EOP&quot;&gt;&amp;nbsp;&lt;/span&gt;&lt;/p&gt;&lt;p class=&quot;zw-paragraph heading0&quot; data-hd-info=&quot;0&quot; data-header=&quot;0&quot; data-line-height=&quot;1.2&quot; data-margin-bottom=&quot;0pt&quot; data-textformat=&quot;{&amp;quot;fgc&amp;quot;:&amp;quot;rgb(0, 0, 0)&amp;quot;,&amp;quot;size&amp;quot;:&amp;quot;12.00&amp;quot;,&amp;quot;type&amp;quot;:&amp;quot;text&amp;quot;,&amp;quot;fs&amp;quot;:&amp;quot;none&amp;quot;}&quot; data_styles=&quot;{&amp;quot;fgc&amp;quot;:&amp;quot;rgb(0, 0, 0)&amp;quot;,&amp;quot;size&amp;quot;:&amp;quot;12.00&amp;quot;,&amp;quot;type&amp;quot;:&amp;quot;text&amp;quot;,&amp;quot;fs&amp;quot;:&amp;quot;none&amp;quot;}&quot; style=&quot;direction: ltr; line-height: 1.2; margin: 0px 0px 0pt;&quot;&gt;&lt;span style=&quot;font-family: Roboto; font-size: 12pt; font-variant-east-asian: normal; font-variant-numeric: normal; letter-spacing: 0pt; vertical-align: baseline;&quot;&gt;As you might have noticed, this is a purely linguistic distinction. &lt;/span&gt;&lt;span style=&quot;font-family: Roboto; font-size: 12pt; font-variant-east-asian: normal; font-variant-numeric: normal; letter-spacing: 0pt; vertical-align: baseline;&quot;&gt;So, to say that morality is subjective only says something about the word. Not that that&#39;s unimportant. We need to understand words. So, what would it mean for &quot;morality&quot; to be subjective in the same way that &quot;deliciousness&quot; is?&lt;/span&gt;&lt;/p&gt;&lt;p class=&quot;zw-paragraph heading0&quot; data-hd-info=&quot;0&quot; data-header=&quot;0&quot; data-line-height=&quot;1.2&quot; data-margin-bottom=&quot;0pt&quot; data-textformat=&quot;{&amp;quot;fgc&amp;quot;:&amp;quot;rgb(0, 0, 0)&amp;quot;,&amp;quot;size&amp;quot;:&amp;quot;12.00&amp;quot;,&amp;quot;type&amp;quot;:&amp;quot;text&amp;quot;,&amp;quot;fs&amp;quot;:&amp;quot;none&amp;quot;}&quot; data_styles=&quot;{&amp;quot;fgc&amp;quot;:&amp;quot;rgb(0, 0, 0)&amp;quot;,&amp;quot;size&amp;quot;:&amp;quot;12.00&amp;quot;,&amp;quot;type&amp;quot;:&amp;quot;text&amp;quot;,&amp;quot;fs&amp;quot;:&amp;quot;none&amp;quot;}&quot; style=&quot;direction: ltr; line-height: 1.2; margin: 0px 0px 0pt;&quot;&gt;&lt;span class=&quot;EOP&quot;&gt;&amp;nbsp;&lt;/span&gt;&lt;/p&gt;&lt;p class=&quot;zw-paragraph heading0&quot; data-hd-info=&quot;0&quot; data-header=&quot;0&quot; data-line-height=&quot;1.2&quot; data-margin-bottom=&quot;0pt&quot; data-textformat=&quot;{&amp;quot;ff&amp;quot;:&amp;quot;Roboto&amp;quot;,&amp;quot;fv&amp;quot;:&amp;quot;normal&amp;quot;,&amp;quot;td&amp;quot;:&amp;quot;none&amp;quot;,&amp;quot;cs&amp;quot;:&amp;quot;0pt&amp;quot;,&amp;quot;fw&amp;quot;:&amp;quot;none&amp;quot;,&amp;quot;fgc&amp;quot;:&amp;quot;rgb(0, 0, 0)&amp;quot;,&amp;quot;size&amp;quot;:&amp;quot;12.00&amp;quot;,&amp;quot;va&amp;quot;:&amp;quot;baseline&amp;quot;,&amp;quot;fw_i&amp;quot;:400,&amp;quot;type&amp;quot;:&amp;quot;text&amp;quot;,&amp;quot;fs&amp;quot;:&amp;quot;none&amp;quot;,&amp;quot;bgc&amp;quot;:&amp;quot;rgba(0, 0, 0, 0)&amp;quot;}&quot; data_styles=&quot;{&amp;quot;ff&amp;quot;:&amp;quot;Roboto&amp;quot;,&amp;quot;fv&amp;quot;:&amp;quot;normal&amp;quot;,&amp;quot;td&amp;quot;:&amp;quot;none&amp;quot;,&amp;quot;cs&amp;quot;:&amp;quot;0pt&amp;quot;,&amp;quot;fw&amp;quot;:&amp;quot;none&amp;quot;,&amp;quot;fgc&amp;quot;:&amp;quot;rgb(0, 0, 0)&amp;quot;,&amp;quot;size&amp;quot;:&amp;quot;12.00&amp;quot;,&amp;quot;va&amp;quot;:&amp;quot;baseline&amp;quot;,&amp;quot;fw_i&amp;quot;:400,&amp;quot;type&amp;quot;:&amp;quot;text&amp;quot;,&amp;quot;fs&amp;quot;:&amp;quot;none&amp;quot;,&amp;quot;bgc&amp;quot;:&amp;quot;rgba(0, 0, 0, 0)&amp;quot;}&quot; style=&quot;direction: ltr; line-height: 1.2; margin: 0px 0px 0pt;&quot;&gt;&lt;span style=&quot;font-family: Roboto; font-size: 12pt; font-variant-east-asian: normal; font-variant-numeric: normal; letter-spacing: 0pt; vertical-align: baseline;&quot;&gt;It would mean that &quot;morality&quot; simply describes a reaction we have to something, rather than the thing itself. T&lt;/span&gt;&lt;span style=&quot;font-family: Roboto; font-size: 12pt; font-variant-east-asian: normal; font-variant-numeric: normal; letter-spacing: 0pt; vertical-align: baseline;&quot;&gt;o say something is immoral in this sense is to say that it offends our moral sensibilities. We see someone drop kick a baby, we feel a bad feeling. &lt;/span&gt;&lt;span style=&quot;font-family: Roboto; font-size: 12pt; font-variant-east-asian: normal; font-variant-numeric: normal; letter-spacing: 0pt; vertical-align: baseline;&quot;&gt;Not just any bad feeling, mind you, (this is not the idea that immorality is just when we dislike something) but a specific bad feeling&lt;/span&gt;&lt;span style=&quot;font-family: Roboto; font-size: 12pt; font-variant-east-asian: normal; font-variant-numeric: normal; letter-spacing: 0pt; vertical-align: baseline;&quot;&gt;—the feeling &lt;/span&gt;&lt;span style=&quot;font-family: Roboto; font-size: 12pt; font-variant-east-asian: normal; font-variant-numeric: normal; letter-spacing: 0pt; vertical-align: baseline;&quot;&gt;of being &lt;/span&gt;&lt;span style=&quot;font-family: Roboto; font-size: 12pt; font-style: italic; font-variant-east-asian: normal; font-variant-numeric: normal; letter-spacing: 0pt; vertical-align: baseline;&quot;&gt;morally offended&lt;/span&gt;&lt;span style=&quot;font-family: Roboto; font-size: 12pt; font-variant-east-asian: normal; font-variant-numeric: normal; letter-spacing: 0pt; vertical-align: baseline;&quot;&gt;.&lt;/span&gt;&lt;/p&gt;&lt;p class=&quot;zw-paragraph heading0&quot; data-hd-info=&quot;0&quot; data-header=&quot;0&quot; data-line-height=&quot;1.2&quot; data-margin-bottom=&quot;0pt&quot; data-textformat=&quot;{&amp;quot;fgc&amp;quot;:&amp;quot;rgb(0, 0, 0)&amp;quot;,&amp;quot;size&amp;quot;:&amp;quot;12.00&amp;quot;,&amp;quot;type&amp;quot;:&amp;quot;text&amp;quot;,&amp;quot;fs&amp;quot;:&amp;quot;none&amp;quot;}&quot; data_styles=&quot;{&amp;quot;fgc&amp;quot;:&amp;quot;rgb(0, 0, 0)&amp;quot;,&amp;quot;size&amp;quot;:&amp;quot;12.00&amp;quot;,&amp;quot;type&amp;quot;:&amp;quot;text&amp;quot;,&amp;quot;fs&amp;quot;:&amp;quot;none&amp;quot;}&quot; style=&quot;direction: ltr; line-height: 1.2; margin: 0px 0px 0pt;&quot;&gt;&lt;span class=&quot;EOP&quot;&gt;&amp;nbsp;&lt;/span&gt;&lt;/p&gt;&lt;p class=&quot;zw-paragraph heading0&quot; data-hd-info=&quot;0&quot; data-header=&quot;0&quot; data-line-height=&quot;1.2&quot; data-margin-bottom=&quot;0pt&quot; data-textformat=&quot;{&amp;quot;fgc&amp;quot;:&amp;quot;rgb(0, 0, 0)&amp;quot;,&amp;quot;size&amp;quot;:&amp;quot;12.00&amp;quot;,&amp;quot;type&amp;quot;:&amp;quot;text&amp;quot;,&amp;quot;fs&amp;quot;:&amp;quot;none&amp;quot;}&quot; data_styles=&quot;{&amp;quot;fgc&amp;quot;:&amp;quot;rgb(0, 0, 0)&amp;quot;,&amp;quot;size&amp;quot;:&amp;quot;12.00&amp;quot;,&amp;quot;type&amp;quot;:&amp;quot;text&amp;quot;,&amp;quot;fs&amp;quot;:&amp;quot;none&amp;quot;}&quot; style=&quot;direction: ltr; line-height: 1.2; margin: 0px 0px 0pt;&quot;&gt;&lt;span style=&quot;font-family: Roboto; font-size: 12pt; font-variant-east-asian: normal; font-variant-numeric: normal; letter-spacing: 0pt; vertical-align: baseline;&quot;&gt;W&lt;/span&gt;&lt;span style=&quot;font-family: Roboto; font-size: 12pt;&quot;&gt;e can all intuitively distinguish between different kinds of bad feelings. When we see someone eat something off the floor we feel disgust, when we see a dangerous animal we feel fear. We have no problem telling the difference between the feelings.&lt;/span&gt;&lt;/p&gt;&lt;p class=&quot;zw-paragraph heading0&quot; data-hd-info=&quot;0&quot; data-header=&quot;0&quot; data-line-height=&quot;1.2&quot; data-margin-bottom=&quot;0pt&quot; data-textformat=&quot;{&amp;quot;fgc&amp;quot;:&amp;quot;rgb(0, 0, 0)&amp;quot;,&amp;quot;size&amp;quot;:&amp;quot;12.00&amp;quot;,&amp;quot;type&amp;quot;:&amp;quot;text&amp;quot;,&amp;quot;fs&amp;quot;:&amp;quot;none&amp;quot;}&quot; data_styles=&quot;{&amp;quot;fgc&amp;quot;:&amp;quot;rgb(0, 0, 0)&amp;quot;,&amp;quot;size&amp;quot;:&amp;quot;12.00&amp;quot;,&amp;quot;type&amp;quot;:&amp;quot;text&amp;quot;,&amp;quot;fs&amp;quot;:&amp;quot;none&amp;quot;}&quot; style=&quot;direction: ltr; line-height: 1.2; margin: 0px 0px 0pt;&quot;&gt;&lt;span class=&quot;EOP&quot;&gt;&amp;nbsp;&lt;/span&gt;&lt;/p&gt;&lt;p class=&quot;zw-paragraph heading0&quot; data-hd-info=&quot;0&quot; data-header=&quot;0&quot; data-line-height=&quot;1.2&quot; data-margin-bottom=&quot;0pt&quot; data-textformat=&quot;{&amp;quot;fgc&amp;quot;:&amp;quot;rgb(0, 0, 0)&amp;quot;,&amp;quot;size&amp;quot;:&amp;quot;12.00&amp;quot;,&amp;quot;type&amp;quot;:&amp;quot;text&amp;quot;,&amp;quot;fs&amp;quot;:&amp;quot;none&amp;quot;}&quot; data_styles=&quot;{&amp;quot;fgc&amp;quot;:&amp;quot;rgb(0, 0, 0)&amp;quot;,&amp;quot;size&amp;quot;:&amp;quot;12.00&amp;quot;,&amp;quot;type&amp;quot;:&amp;quot;text&amp;quot;,&amp;quot;fs&amp;quot;:&amp;quot;none&amp;quot;}&quot; style=&quot;direction: ltr; line-height: 1.2; margin: 0px 0px 0pt;&quot;&gt;&lt;span style=&quot;font-family: Roboto; font-size: 12pt; font-variant-east-asian: normal; font-variant-numeric: normal; letter-spacing: 0pt; vertical-align: baseline;&quot;&gt;Similarly, you probably have no problem distinguishing the feeling you had when I mentioned someone drop-kicking a baby. I mean, this is being written for &lt;/span&gt;&lt;span style=&quot;font-family: Roboto; font-size: 12pt; font-style: italic; font-variant-east-asian: normal; font-variant-numeric: normal; letter-spacing: 0pt; vertical-align: baseline;&quot;&gt;the internet&lt;/span&gt;&lt;span style=&quot;font-family: Roboto; font-size: 12pt; font-variant-east-asian: normal; font-variant-numeric: normal; letter-spacing: 0pt; vertical-align: baseline;&quot;&gt; so I bet some of you laughed, but you probably still fe&lt;/span&gt;&lt;span style=&quot;font-family: Roboto; font-size: 12pt; font-variant-east-asian: normal; font-variant-numeric: normal; letter-spacing: 0pt; vertical-align: baseline;&quot;&gt;el at least a little of the negative feeling called &quot;moral offense&quot;—which you can tell is different from other negative feelings like disgust and fear.&lt;/span&gt;&lt;/p&gt;&lt;p class=&quot;zw-paragraph heading0&quot; data-hd-info=&quot;0&quot; data-header=&quot;0&quot; data-line-height=&quot;1.2&quot; data-margin-bottom=&quot;0pt&quot; data-textformat=&quot;{&amp;quot;fgc&amp;quot;:&amp;quot;rgb(0, 0, 0)&amp;quot;,&amp;quot;size&amp;quot;:&amp;quot;12.00&amp;quot;,&amp;quot;type&amp;quot;:&amp;quot;text&amp;quot;,&amp;quot;fs&amp;quot;:&amp;quot;none&amp;quot;}&quot; data_styles=&quot;{&amp;quot;fgc&amp;quot;:&amp;quot;rgb(0, 0, 0)&amp;quot;,&amp;quot;size&amp;quot;:&amp;quot;12.00&amp;quot;,&amp;quot;type&amp;quot;:&amp;quot;text&amp;quot;,&amp;quot;fs&amp;quot;:&amp;quot;none&amp;quot;}&quot; style=&quot;direction: ltr; line-height: 1.2; margin: 0px 0px 0pt;&quot;&gt;&lt;span class=&quot;EOP&quot;&gt;&amp;nbsp;&lt;/span&gt;&lt;/p&gt;&lt;p class=&quot;zw-paragraph heading0&quot; data-hd-info=&quot;0&quot; data-header=&quot;0&quot; data-line-height=&quot;1.2&quot; data-margin-bottom=&quot;0pt&quot; data-textformat=&quot;{&amp;quot;fgc&amp;quot;:&amp;quot;rgb(0, 0, 0)&amp;quot;,&amp;quot;size&amp;quot;:&amp;quot;12.00&amp;quot;,&amp;quot;type&amp;quot;:&amp;quot;text&amp;quot;,&amp;quot;fs&amp;quot;:&amp;quot;none&amp;quot;}&quot; data_styles=&quot;{&amp;quot;fgc&amp;quot;:&amp;quot;rgb(0, 0, 0)&amp;quot;,&amp;quot;size&amp;quot;:&amp;quot;12.00&amp;quot;,&amp;quot;type&amp;quot;:&amp;quot;text&amp;quot;,&amp;quot;fs&amp;quot;:&amp;quot;none&amp;quot;}&quot; style=&quot;direction: ltr; line-height: 1.2; margin: 0px 0px 0pt;&quot;&gt;&lt;span style=&quot;font-family: Roboto; font-size: 12pt; font-variant-east-asian: normal; font-variant-numeric: normal; letter-spacing: 0pt; vertical-align: baseline;&quot;&gt;But hold on, aren&#39;t I supposed to be arguing that moral subjectivism is moral nihilism? So far it sounds like our subjectivist believes that morality is as real as deliciousness and scariness. In what sense is that moral nihilism?&lt;/span&gt;&lt;/p&gt;&lt;p class=&quot;zw-paragraph heading0&quot; data-hd-info=&quot;0&quot; data-header=&quot;0&quot; data-line-height=&quot;1.2&quot; data-margin-bottom=&quot;0pt&quot; data-textformat=&quot;{&amp;quot;fgc&amp;quot;:&amp;quot;rgb(0, 0, 0)&amp;quot;,&amp;quot;size&amp;quot;:&amp;quot;12.00&amp;quot;,&amp;quot;type&amp;quot;:&amp;quot;text&amp;quot;,&amp;quot;fs&amp;quot;:&amp;quot;none&amp;quot;}&quot; data_styles=&quot;{&amp;quot;fgc&amp;quot;:&amp;quot;rgb(0, 0, 0)&amp;quot;,&amp;quot;size&amp;quot;:&amp;quot;12.00&amp;quot;,&amp;quot;type&amp;quot;:&amp;quot;text&amp;quot;,&amp;quot;fs&amp;quot;:&amp;quot;none&amp;quot;}&quot; style=&quot;direction: ltr; line-height: 1.2; margin: 0px 0px 0pt;&quot;&gt;&lt;span class=&quot;EOP&quot;&gt;&amp;nbsp;&lt;/span&gt;&lt;/p&gt;&lt;p class=&quot;zw-paragraph&quot; data-line-height=&quot;1.2&quot; data-margin-bottom=&quot;0pt&quot; data-textformat=&quot;{&amp;quot;ff&amp;quot;:&amp;quot;Roboto&amp;quot;,&amp;quot;fv&amp;quot;:&amp;quot;normal&amp;quot;,&amp;quot;td&amp;quot;:&amp;quot;none&amp;quot;,&amp;quot;cs&amp;quot;:&amp;quot;0pt&amp;quot;,&amp;quot;fw&amp;quot;:&amp;quot;none&amp;quot;,&amp;quot;fgc&amp;quot;:&amp;quot;rgb(0, 0, 0)&amp;quot;,&amp;quot;size&amp;quot;:&amp;quot;12.00&amp;quot;,&amp;quot;va&amp;quot;:&amp;quot;baseline&amp;quot;,&amp;quot;fw_i&amp;quot;:400,&amp;quot;type&amp;quot;:&amp;quot;text&amp;quot;,&amp;quot;fs&amp;quot;:&amp;quot;normal&amp;quot;,&amp;quot;bgc&amp;quot;:&amp;quot;rgba(0, 0, 0, 0)&amp;quot;}&quot; data_styles=&quot;{&amp;quot;ff&amp;quot;:&amp;quot;Roboto&amp;quot;,&amp;quot;fv&amp;quot;:&amp;quot;normal&amp;quot;,&amp;quot;td&amp;quot;:&amp;quot;none&amp;quot;,&amp;quot;cs&amp;quot;:&amp;quot;0pt&amp;quot;,&amp;quot;fw&amp;quot;:&amp;quot;none&amp;quot;,&amp;quot;fgc&amp;quot;:&amp;quot;rgb(0, 0, 0)&amp;quot;,&amp;quot;size&amp;quot;:&amp;quot;12.00&amp;quot;,&amp;quot;va&amp;quot;:&amp;quot;baseline&amp;quot;,&amp;quot;fw_i&amp;quot;:400,&amp;quot;type&amp;quot;:&amp;quot;text&amp;quot;,&amp;quot;fs&amp;quot;:&amp;quot;normal&amp;quot;,&amp;quot;bgc&amp;quot;:&amp;quot;rgba(0, 0, 0, 0)&amp;quot;}&quot; style=&quot;line-height: 1.2; margin: 0px 0px 0pt;&quot;&gt;&lt;span style=&quot;font-family: Roboto; font-size: 12pt; font-variant-east-asian: normal; font-variant-numeric: normal; letter-spacing: 0pt; vertical-align: baseline;&quot;&gt;Well, when two people are having a moral argument, they&#39;re trying to convince one another through arguments. Appeals to consequences and principles that are supposed to convince their interlocutors that what they thought was moral was in fact immoral (or vice versa).&lt;/span&gt;&lt;/p&gt;&lt;p class=&quot;zw-paragraph&quot; data-line-height=&quot;1.2&quot; data-margin-bottom=&quot;0pt&quot; data-textformat=&quot;{&amp;quot;ff&amp;quot;:&amp;quot;Roboto&amp;quot;,&amp;quot;fv&amp;quot;:&amp;quot;normal&amp;quot;,&amp;quot;td&amp;quot;:&amp;quot;none&amp;quot;,&amp;quot;cs&amp;quot;:&amp;quot;0pt&amp;quot;,&amp;quot;fw&amp;quot;:&amp;quot;none&amp;quot;,&amp;quot;fgc&amp;quot;:&amp;quot;rgb(0, 0, 0)&amp;quot;,&amp;quot;size&amp;quot;:&amp;quot;12.00&amp;quot;,&amp;quot;va&amp;quot;:&amp;quot;baseline&amp;quot;,&amp;quot;fw_i&amp;quot;:400,&amp;quot;type&amp;quot;:&amp;quot;text&amp;quot;,&amp;quot;fs&amp;quot;:&amp;quot;normal&amp;quot;,&amp;quot;bgc&amp;quot;:&amp;quot;rgba(0, 0, 0, 0)&amp;quot;}&quot; data_styles=&quot;{&amp;quot;ff&amp;quot;:&amp;quot;Roboto&amp;quot;,&amp;quot;fv&amp;quot;:&amp;quot;normal&amp;quot;,&amp;quot;td&amp;quot;:&amp;quot;none&amp;quot;,&amp;quot;cs&amp;quot;:&amp;quot;0pt&amp;quot;,&amp;quot;fw&amp;quot;:&amp;quot;none&amp;quot;,&amp;quot;fgc&amp;quot;:&amp;quot;rgb(0, 0, 0)&amp;quot;,&amp;quot;size&amp;quot;:&amp;quot;12.00&amp;quot;,&amp;quot;va&amp;quot;:&amp;quot;baseline&amp;quot;,&amp;quot;fw_i&amp;quot;:400,&amp;quot;type&amp;quot;:&amp;quot;text&amp;quot;,&amp;quot;fs&amp;quot;:&amp;quot;normal&amp;quot;,&amp;quot;bgc&amp;quot;:&amp;quot;rgba(0, 0, 0, 0)&amp;quot;}&quot; style=&quot;line-height: 1.2; margin: 0px 0px 0pt;&quot;&gt;&lt;span class=&quot;EOP&quot;&gt;&amp;nbsp;&lt;/span&gt;&lt;/p&gt;&lt;p class=&quot;zw-paragraph&quot; data-line-height=&quot;1.2&quot; data-margin-bottom=&quot;0pt&quot; data-textformat=&quot;{&amp;quot;ff&amp;quot;:&amp;quot;Roboto&amp;quot;,&amp;quot;fv&amp;quot;:&amp;quot;normal&amp;quot;,&amp;quot;td&amp;quot;:&amp;quot;none&amp;quot;,&amp;quot;cs&amp;quot;:&amp;quot;0pt&amp;quot;,&amp;quot;fw&amp;quot;:&amp;quot;none&amp;quot;,&amp;quot;fgc&amp;quot;:&amp;quot;rgb(0, 0, 0)&amp;quot;,&amp;quot;size&amp;quot;:&amp;quot;12.00&amp;quot;,&amp;quot;va&amp;quot;:&amp;quot;baseline&amp;quot;,&amp;quot;fw_i&amp;quot;:400,&amp;quot;type&amp;quot;:&amp;quot;text&amp;quot;,&amp;quot;fs&amp;quot;:&amp;quot;normal&amp;quot;,&amp;quot;bgc&amp;quot;:&amp;quot;rgba(0, 0, 0, 0)&amp;quot;}&quot; data_styles=&quot;{&amp;quot;ff&amp;quot;:&amp;quot;Roboto&amp;quot;,&amp;quot;fv&amp;quot;:&amp;quot;normal&amp;quot;,&amp;quot;td&amp;quot;:&amp;quot;none&amp;quot;,&amp;quot;cs&amp;quot;:&amp;quot;0pt&amp;quot;,&amp;quot;fw&amp;quot;:&amp;quot;none&amp;quot;,&amp;quot;fgc&amp;quot;:&amp;quot;rgb(0, 0, 0)&amp;quot;,&amp;quot;size&amp;quot;:&amp;quot;12.00&amp;quot;,&amp;quot;va&amp;quot;:&amp;quot;baseline&amp;quot;,&amp;quot;fw_i&amp;quot;:400,&amp;quot;type&amp;quot;:&amp;quot;text&amp;quot;,&amp;quot;fs&amp;quot;:&amp;quot;normal&amp;quot;,&amp;quot;bgc&amp;quot;:&amp;quot;rgba(0, 0, 0, 0)&amp;quot;}&quot; style=&quot;line-height: 1.2; margin: 0px 0px 0pt;&quot;&gt;&lt;span style=&quot;font-family: Roboto; font-size: 12pt; font-variant-east-asian: normal; font-variant-numeric: normal; letter-spacing: 0pt; vertical-align: baseline;&quot;&gt;This would make no sense for deliciousness. I wouldn&#39;t try to tell you that the meal you thought you enjoyed eating, which you thought was delicious, actually tasted bad and you didn&#39;t enjoy it at all. This is because your direct experience is the only determining factor that decides whether something is, to you, delicious.&lt;/span&gt;&lt;/p&gt;&lt;p class=&quot;zw-paragraph&quot; data-line-height=&quot;1.2&quot; data-margin-bottom=&quot;0pt&quot; data-textformat=&quot;{&amp;quot;ff&amp;quot;:&amp;quot;Roboto&amp;quot;,&amp;quot;fv&amp;quot;:&amp;quot;normal&amp;quot;,&amp;quot;td&amp;quot;:&amp;quot;none&amp;quot;,&amp;quot;cs&amp;quot;:&amp;quot;0pt&amp;quot;,&amp;quot;fw&amp;quot;:&amp;quot;none&amp;quot;,&amp;quot;fgc&amp;quot;:&amp;quot;rgb(0, 0, 0)&amp;quot;,&amp;quot;size&amp;quot;:&amp;quot;12.00&amp;quot;,&amp;quot;va&amp;quot;:&amp;quot;baseline&amp;quot;,&amp;quot;fw_i&amp;quot;:400,&amp;quot;type&amp;quot;:&amp;quot;text&amp;quot;,&amp;quot;fs&amp;quot;:&amp;quot;normal&amp;quot;,&amp;quot;bgc&amp;quot;:&amp;quot;rgba(0, 0, 0, 0)&amp;quot;}&quot; data_styles=&quot;{&amp;quot;ff&amp;quot;:&amp;quot;Roboto&amp;quot;,&amp;quot;fv&amp;quot;:&amp;quot;normal&amp;quot;,&amp;quot;td&amp;quot;:&amp;quot;none&amp;quot;,&amp;quot;cs&amp;quot;:&amp;quot;0pt&amp;quot;,&amp;quot;fw&amp;quot;:&amp;quot;none&amp;quot;,&amp;quot;fgc&amp;quot;:&amp;quot;rgb(0, 0, 0)&amp;quot;,&amp;quot;size&amp;quot;:&amp;quot;12.00&amp;quot;,&amp;quot;va&amp;quot;:&amp;quot;baseline&amp;quot;,&amp;quot;fw_i&amp;quot;:400,&amp;quot;type&amp;quot;:&amp;quot;text&amp;quot;,&amp;quot;fs&amp;quot;:&amp;quot;normal&amp;quot;,&amp;quot;bgc&amp;quot;:&amp;quot;rgba(0, 0, 0, 0)&amp;quot;}&quot; style=&quot;line-height: 1.2; margin: 0px 0px 0pt;&quot;&gt;&lt;span class=&quot;EOP&quot;&gt;&amp;nbsp;&lt;/span&gt;&lt;/p&gt;&lt;p class=&quot;zw-paragraph&quot; data-line-height=&quot;1.2&quot; data-margin-bottom=&quot;0pt&quot; data-textformat=&quot;{&amp;quot;ff&amp;quot;:&amp;quot;Roboto&amp;quot;,&amp;quot;fv&amp;quot;:&amp;quot;normal&amp;quot;,&amp;quot;td&amp;quot;:&amp;quot;none&amp;quot;,&amp;quot;cs&amp;quot;:&amp;quot;0pt&amp;quot;,&amp;quot;fw&amp;quot;:&amp;quot;none&amp;quot;,&amp;quot;fgc&amp;quot;:&amp;quot;rgb(0, 0, 0)&amp;quot;,&amp;quot;size&amp;quot;:&amp;quot;12.00&amp;quot;,&amp;quot;va&amp;quot;:&amp;quot;baseline&amp;quot;,&amp;quot;fw_i&amp;quot;:400,&amp;quot;type&amp;quot;:&amp;quot;text&amp;quot;,&amp;quot;fs&amp;quot;:&amp;quot;normal&amp;quot;,&amp;quot;bgc&amp;quot;:&amp;quot;rgba(0, 0, 0, 0)&amp;quot;}&quot; data_styles=&quot;{&amp;quot;ff&amp;quot;:&amp;quot;Roboto&amp;quot;,&amp;quot;fv&amp;quot;:&amp;quot;normal&amp;quot;,&amp;quot;td&amp;quot;:&amp;quot;none&amp;quot;,&amp;quot;cs&amp;quot;:&amp;quot;0pt&amp;quot;,&amp;quot;fw&amp;quot;:&amp;quot;none&amp;quot;,&amp;quot;fgc&amp;quot;:&amp;quot;rgb(0, 0, 0)&amp;quot;,&amp;quot;size&amp;quot;:&amp;quot;12.00&amp;quot;,&amp;quot;va&amp;quot;:&amp;quot;baseline&amp;quot;,&amp;quot;fw_i&amp;quot;:400,&amp;quot;type&amp;quot;:&amp;quot;text&amp;quot;,&amp;quot;fs&amp;quot;:&amp;quot;normal&amp;quot;,&amp;quot;bgc&amp;quot;:&amp;quot;rgba(0, 0, 0, 0)&amp;quot;}&quot; style=&quot;line-height: 1.2; margin: 0px 0px 0pt;&quot;&gt;&lt;span style=&quot;font-family: Roboto; font-size: 12pt; font-variant-east-asian: normal; font-variant-numeric: normal; letter-spacing: 0pt; vertical-align: baseline;&quot;&gt;For moral arguments to make sense there must be something other than our subjective experience that we&#39;re talking about. If you&#39;re saying that morality is &lt;/span&gt;&lt;span style=&quot;font-family: Roboto; font-size: 12pt; font-style: italic; font-variant-east-asian: normal; font-variant-numeric: normal; letter-spacing: 0pt; vertical-align: baseline;&quot;&gt;purely&lt;/span&gt;&lt;span style=&quot;font-family: Roboto; font-size: 12pt; font-variant-east-asian: normal; font-variant-numeric: normal; letter-spacing: 0pt; vertical-align: baseline;&quot;&gt;&amp;nbsp;&lt;/span&gt;&lt;span style=&quot;font-family: Roboto; font-size: 12pt; font-variant-east-asian: normal; font-variant-numeric: normal; letter-spacing: 0pt; vertical-align: baseline;&quot;&gt;subjective, you&#39;re saying is that there is no external aspect of the world which we are referring to when we talking about morality. So the moral subjectivist is a moral nihilist; at least with respect to the kind of morality we refer to when making moral arguments.&lt;/span&gt;&lt;/p&gt;&lt;p class=&quot;zw-paragraph&quot; data-line-height=&quot;1.2&quot; data-margin-bottom=&quot;0pt&quot; data-textformat=&quot;{&amp;quot;ff&amp;quot;:&amp;quot;Roboto&amp;quot;,&amp;quot;fv&amp;quot;:&amp;quot;normal&amp;quot;,&amp;quot;td&amp;quot;:&amp;quot;none&amp;quot;,&amp;quot;cs&amp;quot;:&amp;quot;0pt&amp;quot;,&amp;quot;fw&amp;quot;:&amp;quot;none&amp;quot;,&amp;quot;fgc&amp;quot;:&amp;quot;rgb(0, 0, 0)&amp;quot;,&amp;quot;size&amp;quot;:&amp;quot;12.00&amp;quot;,&amp;quot;va&amp;quot;:&amp;quot;baseline&amp;quot;,&amp;quot;fw_i&amp;quot;:400,&amp;quot;type&amp;quot;:&amp;quot;text&amp;quot;,&amp;quot;fs&amp;quot;:&amp;quot;normal&amp;quot;,&amp;quot;bgc&amp;quot;:&amp;quot;rgba(0, 0, 0, 0)&amp;quot;}&quot; data_styles=&quot;{&amp;quot;ff&amp;quot;:&amp;quot;Roboto&amp;quot;,&amp;quot;fv&amp;quot;:&amp;quot;normal&amp;quot;,&amp;quot;td&amp;quot;:&amp;quot;none&amp;quot;,&amp;quot;cs&amp;quot;:&amp;quot;0pt&amp;quot;,&amp;quot;fw&amp;quot;:&amp;quot;none&amp;quot;,&amp;quot;fgc&amp;quot;:&amp;quot;rgb(0, 0, 0)&amp;quot;,&amp;quot;size&amp;quot;:&amp;quot;12.00&amp;quot;,&amp;quot;va&amp;quot;:&amp;quot;baseline&amp;quot;,&amp;quot;fw_i&amp;quot;:400,&amp;quot;type&amp;quot;:&amp;quot;text&amp;quot;,&amp;quot;fs&amp;quot;:&amp;quot;normal&amp;quot;,&amp;quot;bgc&amp;quot;:&amp;quot;rgba(0, 0, 0, 0)&amp;quot;}&quot; style=&quot;line-height: 1.2; margin: 0px 0px 0pt;&quot;&gt;&lt;span class=&quot;EOP&quot;&gt;&amp;nbsp;&lt;/span&gt;&lt;/p&gt;&lt;p class=&quot;zw-paragraph&quot; data-line-height=&quot;1.2&quot; data-margin-bottom=&quot;0pt&quot; data-textformat=&quot;{&amp;quot;ff&amp;quot;:&amp;quot;Roboto&amp;quot;,&amp;quot;fv&amp;quot;:&amp;quot;normal&amp;quot;,&amp;quot;td&amp;quot;:&amp;quot;none&amp;quot;,&amp;quot;cs&amp;quot;:&amp;quot;0pt&amp;quot;,&amp;quot;fw&amp;quot;:&amp;quot;bold&amp;quot;,&amp;quot;fgc&amp;quot;:&amp;quot;rgb(0, 0, 0)&amp;quot;,&amp;quot;size&amp;quot;:&amp;quot;12.00&amp;quot;,&amp;quot;va&amp;quot;:&amp;quot;baseline&amp;quot;,&amp;quot;fw_i&amp;quot;:400,&amp;quot;type&amp;quot;:&amp;quot;text&amp;quot;,&amp;quot;fs&amp;quot;:&amp;quot;normal&amp;quot;,&amp;quot;bgc&amp;quot;:&amp;quot;rgba(0, 0, 0, 0)&amp;quot;}&quot; data_styles=&quot;{&amp;quot;ff&amp;quot;:&amp;quot;Roboto&amp;quot;,&amp;quot;fv&amp;quot;:&amp;quot;normal&amp;quot;,&amp;quot;td&amp;quot;:&amp;quot;none&amp;quot;,&amp;quot;cs&amp;quot;:&amp;quot;0pt&amp;quot;,&amp;quot;fw&amp;quot;:&amp;quot;bold&amp;quot;,&amp;quot;fgc&amp;quot;:&amp;quot;rgb(0, 0, 0)&amp;quot;,&amp;quot;size&amp;quot;:&amp;quot;12.00&amp;quot;,&amp;quot;va&amp;quot;:&amp;quot;baseline&amp;quot;,&amp;quot;fw_i&amp;quot;:400,&amp;quot;type&amp;quot;:&amp;quot;text&amp;quot;,&amp;quot;fs&amp;quot;:&amp;quot;normal&amp;quot;,&amp;quot;bgc&amp;quot;:&amp;quot;rgba(0, 0, 0, 0)&amp;quot;}&quot; style=&quot;line-height: 1.2; margin: 0px 0px 0pt;&quot;&gt;&lt;span style=&quot;font-family: Roboto; font-size: 12pt; font-variant-east-asian: normal; font-variant-numeric: normal; font-weight: 700; letter-spacing: 0pt; vertical-align: baseline;&quot;&gt;Refuting Moral Nihilism&lt;/span&gt;&lt;/p&gt;&lt;p class=&quot;zw-paragraph&quot; data-line-height=&quot;1.2&quot; data-margin-bottom=&quot;0pt&quot; data-textformat=&quot;{&amp;quot;ff&amp;quot;:&amp;quot;Roboto&amp;quot;,&amp;quot;fv&amp;quot;:&amp;quot;normal&amp;quot;,&amp;quot;td&amp;quot;:&amp;quot;none&amp;quot;,&amp;quot;cs&amp;quot;:&amp;quot;0pt&amp;quot;,&amp;quot;fw&amp;quot;:&amp;quot;bold&amp;quot;,&amp;quot;fgc&amp;quot;:&amp;quot;rgb(0, 0, 0)&amp;quot;,&amp;quot;size&amp;quot;:&amp;quot;12.00&amp;quot;,&amp;quot;va&amp;quot;:&amp;quot;baseline&amp;quot;,&amp;quot;fw_i&amp;quot;:400,&amp;quot;type&amp;quot;:&amp;quot;text&amp;quot;,&amp;quot;fs&amp;quot;:&amp;quot;normal&amp;quot;,&amp;quot;bgc&amp;quot;:&amp;quot;rgba(0, 0, 0, 0)&amp;quot;}&quot; data_styles=&quot;{&amp;quot;ff&amp;quot;:&amp;quot;Roboto&amp;quot;,&amp;quot;fv&amp;quot;:&amp;quot;normal&amp;quot;,&amp;quot;td&amp;quot;:&amp;quot;none&amp;quot;,&amp;quot;cs&amp;quot;:&amp;quot;0pt&amp;quot;,&amp;quot;fw&amp;quot;:&amp;quot;bold&amp;quot;,&amp;quot;fgc&amp;quot;:&amp;quot;rgb(0, 0, 0)&amp;quot;,&amp;quot;size&amp;quot;:&amp;quot;12.00&amp;quot;,&amp;quot;va&amp;quot;:&amp;quot;baseline&amp;quot;,&amp;quot;fw_i&amp;quot;:400,&amp;quot;type&amp;quot;:&amp;quot;text&amp;quot;,&amp;quot;fs&amp;quot;:&amp;quot;normal&amp;quot;,&amp;quot;bgc&amp;quot;:&amp;quot;rgba(0, 0, 0, 0)&amp;quot;}&quot; style=&quot;line-height: 1.2; margin: 0px 0px 0pt;&quot;&gt;&lt;span class=&quot;EOP&quot;&gt;&amp;nbsp;&lt;/span&gt;&lt;/p&gt;&lt;p class=&quot;zw-paragraph&quot; data-line-height=&quot;1.2&quot; data-margin-bottom=&quot;0pt&quot; data-textformat=&quot;{&amp;quot;ff&amp;quot;:&amp;quot;Roboto&amp;quot;,&amp;quot;fv&amp;quot;:&amp;quot;normal&amp;quot;,&amp;quot;td&amp;quot;:&amp;quot;none&amp;quot;,&amp;quot;cs&amp;quot;:&amp;quot;0pt&amp;quot;,&amp;quot;fw&amp;quot;:&amp;quot;none&amp;quot;,&amp;quot;fgc&amp;quot;:&amp;quot;rgb(0, 0, 0)&amp;quot;,&amp;quot;size&amp;quot;:&amp;quot;12.00&amp;quot;,&amp;quot;va&amp;quot;:&amp;quot;baseline&amp;quot;,&amp;quot;fw_i&amp;quot;:400,&amp;quot;type&amp;quot;:&amp;quot;text&amp;quot;,&amp;quot;fs&amp;quot;:&amp;quot;normal&amp;quot;,&amp;quot;bgc&amp;quot;:&amp;quot;rgba(0, 0, 0, 0)&amp;quot;}&quot; data_styles=&quot;{&amp;quot;ff&amp;quot;:&amp;quot;Roboto&amp;quot;,&amp;quot;fv&amp;quot;:&amp;quot;normal&amp;quot;,&amp;quot;td&amp;quot;:&amp;quot;none&amp;quot;,&amp;quot;cs&amp;quot;:&amp;quot;0pt&amp;quot;,&amp;quot;fw&amp;quot;:&amp;quot;none&amp;quot;,&amp;quot;fgc&amp;quot;:&amp;quot;rgb(0, 0, 0)&amp;quot;,&amp;quot;size&amp;quot;:&amp;quot;12.00&amp;quot;,&amp;quot;va&amp;quot;:&amp;quot;baseline&amp;quot;,&amp;quot;fw_i&amp;quot;:400,&amp;quot;type&amp;quot;:&amp;quot;text&amp;quot;,&amp;quot;fs&amp;quot;:&amp;quot;normal&amp;quot;,&amp;quot;bgc&amp;quot;:&amp;quot;rgba(0, 0, 0, 0)&amp;quot;}&quot; style=&quot;line-height: 1.2; margin: 0px 0px 0pt;&quot;&gt;&lt;span style=&quot;font-family: Roboto; font-size: 12pt; font-variant-east-asian: normal; font-variant-numeric: normal; letter-spacing: 0pt; vertical-align: baseline;&quot;&gt;Having corralled &quot;might makes right&quot;, &lt;/span&gt;&lt;span style=&quot;font-family: Roboto; font-size: 12pt; font-variant-east-asian: normal; font-variant-numeric: normal; letter-spacing: 0pt; vertical-align: baseline;&quot;&gt;moral subjectivism and explicit moral nihilism into the same spot, I can now take out all three in one fell &lt;/span&gt;&lt;span style=&quot;font-family: Roboto; font-size: 12pt; font-variant-east-asian: normal; font-variant-numeric: normal; letter-spacing: 0pt; vertical-align: baseline;&quot;&gt;swoop.&lt;/span&gt;&lt;/p&gt;&lt;p class=&quot;zw-paragraph&quot; data-line-height=&quot;1.2&quot; data-margin-bottom=&quot;0pt&quot; data-textformat=&quot;{&amp;quot;ff&amp;quot;:&amp;quot;Roboto&amp;quot;,&amp;quot;fv&amp;quot;:&amp;quot;normal&amp;quot;,&amp;quot;td&amp;quot;:&amp;quot;none&amp;quot;,&amp;quot;cs&amp;quot;:&amp;quot;0pt&amp;quot;,&amp;quot;fw&amp;quot;:&amp;quot;none&amp;quot;,&amp;quot;fgc&amp;quot;:&amp;quot;rgb(0, 0, 0)&amp;quot;,&amp;quot;size&amp;quot;:&amp;quot;12.00&amp;quot;,&amp;quot;va&amp;quot;:&amp;quot;baseline&amp;quot;,&amp;quot;fw_i&amp;quot;:400,&amp;quot;type&amp;quot;:&amp;quot;text&amp;quot;,&amp;quot;fs&amp;quot;:&amp;quot;normal&amp;quot;,&amp;quot;bgc&amp;quot;:&amp;quot;rgba(0, 0, 0, 0)&amp;quot;}&quot; data_styles=&quot;{&amp;quot;ff&amp;quot;:&amp;quot;Roboto&amp;quot;,&amp;quot;fv&amp;quot;:&amp;quot;normal&amp;quot;,&amp;quot;td&amp;quot;:&amp;quot;none&amp;quot;,&amp;quot;cs&amp;quot;:&amp;quot;0pt&amp;quot;,&amp;quot;fw&amp;quot;:&amp;quot;none&amp;quot;,&amp;quot;fgc&amp;quot;:&amp;quot;rgb(0, 0, 0)&amp;quot;,&amp;quot;size&amp;quot;:&amp;quot;12.00&amp;quot;,&amp;quot;va&amp;quot;:&amp;quot;baseline&amp;quot;,&amp;quot;fw_i&amp;quot;:400,&amp;quot;type&amp;quot;:&amp;quot;text&amp;quot;,&amp;quot;fs&amp;quot;:&amp;quot;normal&amp;quot;,&amp;quot;bgc&amp;quot;:&amp;quot;rgba(0, 0, 0, 0)&amp;quot;}&quot; style=&quot;line-height: 1.2; margin: 0px 0px 0pt;&quot;&gt;&lt;span class=&quot;EOP&quot;&gt;&amp;nbsp;&lt;/span&gt;&lt;/p&gt;&lt;p class=&quot;zw-paragraph&quot; data-line-height=&quot;1.2&quot; data-margin-bottom=&quot;0pt&quot; data-textformat=&quot;{&amp;quot;ff&amp;quot;:&amp;quot;Roboto&amp;quot;,&amp;quot;fv&amp;quot;:&amp;quot;normal&amp;quot;,&amp;quot;td&amp;quot;:&amp;quot;none&amp;quot;,&amp;quot;cs&amp;quot;:&amp;quot;0pt&amp;quot;,&amp;quot;fw&amp;quot;:&amp;quot;none&amp;quot;,&amp;quot;fgc&amp;quot;:&amp;quot;rgb(0, 0, 0)&amp;quot;,&amp;quot;size&amp;quot;:&amp;quot;12.00&amp;quot;,&amp;quot;va&amp;quot;:&amp;quot;baseline&amp;quot;,&amp;quot;fw_i&amp;quot;:400,&amp;quot;type&amp;quot;:&amp;quot;text&amp;quot;,&amp;quot;fs&amp;quot;:&amp;quot;normal&amp;quot;,&amp;quot;bgc&amp;quot;:&amp;quot;rgba(0, 0, 0, 0)&amp;quot;}&quot; data_styles=&quot;{&amp;quot;ff&amp;quot;:&amp;quot;Roboto&amp;quot;,&amp;quot;fv&amp;quot;:&amp;quot;normal&amp;quot;,&amp;quot;td&amp;quot;:&amp;quot;none&amp;quot;,&amp;quot;cs&amp;quot;:&amp;quot;0pt&amp;quot;,&amp;quot;fw&amp;quot;:&amp;quot;none&amp;quot;,&amp;quot;fgc&amp;quot;:&amp;quot;rgb(0, 0, 0)&amp;quot;,&amp;quot;size&amp;quot;:&amp;quot;12.00&amp;quot;,&amp;quot;va&amp;quot;:&amp;quot;baseline&amp;quot;,&amp;quot;fw_i&amp;quot;:400,&amp;quot;type&amp;quot;:&amp;quot;text&amp;quot;,&amp;quot;fs&amp;quot;:&amp;quot;normal&amp;quot;,&amp;quot;bgc&amp;quot;:&amp;quot;rgba(0, 0, 0, 0)&amp;quot;}&quot; style=&quot;line-height: 1.2; margin: 0px 0px 0pt;&quot;&gt;&lt;span style=&quot;font-family: Roboto; font-size: 12pt; font-variant-east-asian: normal; font-variant-numeric: normal; letter-spacing: 0pt; vertical-align: baseline;&quot;&gt;In step one I point out that moral nihilists &lt;/span&gt;&lt;span style=&quot;font-family: Roboto; font-size: 12pt; font-style: italic; font-variant-east-asian: normal; font-variant-numeric: normal; letter-spacing: 0pt; vertical-align: baseline;&quot;&gt;do things&lt;/span&gt;&lt;span style=&quot;font-family: Roboto; font-size: 12pt; font-variant-east-asian: normal; font-variant-numeric: normal; letter-spacing: 0pt; vertical-align: baseline;&quot;&gt;.&lt;/span&gt;&lt;/p&gt;&lt;p class=&quot;zw-paragraph&quot; data-line-height=&quot;1.2&quot; data-margin-bottom=&quot;0pt&quot; data-textformat=&quot;{&amp;quot;ff&amp;quot;:&amp;quot;Roboto&amp;quot;,&amp;quot;fv&amp;quot;:&amp;quot;normal&amp;quot;,&amp;quot;td&amp;quot;:&amp;quot;none&amp;quot;,&amp;quot;cs&amp;quot;:&amp;quot;0pt&amp;quot;,&amp;quot;fw&amp;quot;:&amp;quot;none&amp;quot;,&amp;quot;fgc&amp;quot;:&amp;quot;rgb(0, 0, 0)&amp;quot;,&amp;quot;size&amp;quot;:&amp;quot;12.00&amp;quot;,&amp;quot;va&amp;quot;:&amp;quot;baseline&amp;quot;,&amp;quot;fw_i&amp;quot;:400,&amp;quot;type&amp;quot;:&amp;quot;text&amp;quot;,&amp;quot;fs&amp;quot;:&amp;quot;normal&amp;quot;,&amp;quot;bgc&amp;quot;:&amp;quot;rgba(0, 0, 0, 0)&amp;quot;}&quot; data_styles=&quot;{&amp;quot;ff&amp;quot;:&amp;quot;Roboto&amp;quot;,&amp;quot;fv&amp;quot;:&amp;quot;normal&amp;quot;,&amp;quot;td&amp;quot;:&amp;quot;none&amp;quot;,&amp;quot;cs&amp;quot;:&amp;quot;0pt&amp;quot;,&amp;quot;fw&amp;quot;:&amp;quot;none&amp;quot;,&amp;quot;fgc&amp;quot;:&amp;quot;rgb(0, 0, 0)&amp;quot;,&amp;quot;size&amp;quot;:&amp;quot;12.00&amp;quot;,&amp;quot;va&amp;quot;:&amp;quot;baseline&amp;quot;,&amp;quot;fw_i&amp;quot;:400,&amp;quot;type&amp;quot;:&amp;quot;text&amp;quot;,&amp;quot;fs&amp;quot;:&amp;quot;normal&amp;quot;,&amp;quot;bgc&amp;quot;:&amp;quot;rgba(0, 0, 0, 0)&amp;quot;}&quot; style=&quot;line-height: 1.2; margin: 0px 0px 0pt;&quot;&gt;&lt;span class=&quot;EOP&quot;&gt;&amp;nbsp;&lt;/span&gt;&lt;/p&gt;&lt;p class=&quot;zw-paragraph&quot; data-line-height=&quot;1.2&quot; data-margin-bottom=&quot;0pt&quot; data-textformat=&quot;{&amp;quot;ff&amp;quot;:&amp;quot;Roboto&amp;quot;,&amp;quot;fv&amp;quot;:&amp;quot;normal&amp;quot;,&amp;quot;td&amp;quot;:&amp;quot;none&amp;quot;,&amp;quot;cs&amp;quot;:&amp;quot;0pt&amp;quot;,&amp;quot;fw&amp;quot;:&amp;quot;none&amp;quot;,&amp;quot;fgc&amp;quot;:&amp;quot;rgb(0, 0, 0)&amp;quot;,&amp;quot;size&amp;quot;:&amp;quot;12.00&amp;quot;,&amp;quot;va&amp;quot;:&amp;quot;baseline&amp;quot;,&amp;quot;fw_i&amp;quot;:400,&amp;quot;type&amp;quot;:&amp;quot;text&amp;quot;,&amp;quot;fs&amp;quot;:&amp;quot;normal&amp;quot;,&amp;quot;bgc&amp;quot;:&amp;quot;rgba(0, 0, 0, 0)&amp;quot;}&quot; data_styles=&quot;{&amp;quot;ff&amp;quot;:&amp;quot;Roboto&amp;quot;,&amp;quot;fv&amp;quot;:&amp;quot;normal&amp;quot;,&amp;quot;td&amp;quot;:&amp;quot;none&amp;quot;,&amp;quot;cs&amp;quot;:&amp;quot;0pt&amp;quot;,&amp;quot;fw&amp;quot;:&amp;quot;none&amp;quot;,&amp;quot;fgc&amp;quot;:&amp;quot;rgb(0, 0, 0)&amp;quot;,&amp;quot;size&amp;quot;:&amp;quot;12.00&amp;quot;,&amp;quot;va&amp;quot;:&amp;quot;baseline&amp;quot;,&amp;quot;fw_i&amp;quot;:400,&amp;quot;type&amp;quot;:&amp;quot;text&amp;quot;,&amp;quot;fs&amp;quot;:&amp;quot;normal&amp;quot;,&amp;quot;bgc&amp;quot;:&amp;quot;rgba(0, 0, 0, 0)&amp;quot;}&quot; style=&quot;line-height: 1.2; margin: 0px 0px 0pt;&quot;&gt;&lt;span style=&quot;font-family: Roboto; font-size: 12pt; font-variant-east-asian: normal; font-variant-numeric: normal; letter-spacing: 0pt; vertical-align: baseline;&quot;&gt;Not only do they do things, but they do things &lt;/span&gt;&lt;span style=&quot;font-family: Roboto; font-size: 12pt; font-style: italic; font-variant-east-asian: normal; font-variant-numeric: normal; letter-spacing: 0pt; vertical-align: baseline;&quot;&gt;for reasons.&lt;/span&gt;&lt;/p&gt;&lt;p class=&quot;zw-paragraph&quot; data-line-height=&quot;1.2&quot; data-margin-bottom=&quot;0pt&quot; data-textformat=&quot;{&amp;quot;ff&amp;quot;:&amp;quot;Roboto&amp;quot;,&amp;quot;fv&amp;quot;:&amp;quot;normal&amp;quot;,&amp;quot;td&amp;quot;:&amp;quot;none&amp;quot;,&amp;quot;cs&amp;quot;:&amp;quot;0pt&amp;quot;,&amp;quot;fw&amp;quot;:&amp;quot;none&amp;quot;,&amp;quot;fgc&amp;quot;:&amp;quot;rgb(0, 0, 0)&amp;quot;,&amp;quot;size&amp;quot;:&amp;quot;12.00&amp;quot;,&amp;quot;va&amp;quot;:&amp;quot;baseline&amp;quot;,&amp;quot;fw_i&amp;quot;:400,&amp;quot;type&amp;quot;:&amp;quot;text&amp;quot;,&amp;quot;fs&amp;quot;:&amp;quot;italic&amp;quot;,&amp;quot;bgc&amp;quot;:&amp;quot;rgba(0, 0, 0, 0)&amp;quot;}&quot; data_styles=&quot;{&amp;quot;ff&amp;quot;:&amp;quot;Roboto&amp;quot;,&amp;quot;fv&amp;quot;:&amp;quot;normal&amp;quot;,&amp;quot;td&amp;quot;:&amp;quot;none&amp;quot;,&amp;quot;cs&amp;quot;:&amp;quot;0pt&amp;quot;,&amp;quot;fw&amp;quot;:&amp;quot;none&amp;quot;,&amp;quot;fgc&amp;quot;:&amp;quot;rgb(0, 0, 0)&amp;quot;,&amp;quot;size&amp;quot;:&amp;quot;12.00&amp;quot;,&amp;quot;va&amp;quot;:&amp;quot;baseline&amp;quot;,&amp;quot;fw_i&amp;quot;:400,&amp;quot;type&amp;quot;:&amp;quot;text&amp;quot;,&amp;quot;fs&amp;quot;:&amp;quot;italic&amp;quot;,&amp;quot;bgc&amp;quot;:&amp;quot;rgba(0, 0, 0, 0)&amp;quot;}&quot; style=&quot;line-height: 1.2; margin: 0px 0px 0pt;&quot;&gt;&lt;span class=&quot;EOP&quot;&gt;&amp;nbsp;&lt;/span&gt;&lt;/p&gt;&lt;p class=&quot;zw-paragraph&quot; data-line-height=&quot;1.2&quot; data-margin-bottom=&quot;0pt&quot; data-textformat=&quot;{&amp;quot;ff&amp;quot;:&amp;quot;Roboto&amp;quot;,&amp;quot;fv&amp;quot;:&amp;quot;normal&amp;quot;,&amp;quot;td&amp;quot;:&amp;quot;none&amp;quot;,&amp;quot;cs&amp;quot;:&amp;quot;0pt&amp;quot;,&amp;quot;fw&amp;quot;:&amp;quot;none&amp;quot;,&amp;quot;fgc&amp;quot;:&amp;quot;rgb(0, 0, 0)&amp;quot;,&amp;quot;size&amp;quot;:&amp;quot;12.00&amp;quot;,&amp;quot;va&amp;quot;:&amp;quot;baseline&amp;quot;,&amp;quot;fw_i&amp;quot;:400,&amp;quot;type&amp;quot;:&amp;quot;text&amp;quot;,&amp;quot;fs&amp;quot;:&amp;quot;normal&amp;quot;,&amp;quot;bgc&amp;quot;:&amp;quot;rgba(0, 0, 0, 0)&amp;quot;}&quot; data_styles=&quot;{&amp;quot;ff&amp;quot;:&amp;quot;Roboto&amp;quot;,&amp;quot;fv&amp;quot;:&amp;quot;normal&amp;quot;,&amp;quot;td&amp;quot;:&amp;quot;none&amp;quot;,&amp;quot;cs&amp;quot;:&amp;quot;0pt&amp;quot;,&amp;quot;fw&amp;quot;:&amp;quot;none&amp;quot;,&amp;quot;fgc&amp;quot;:&amp;quot;rgb(0, 0, 0)&amp;quot;,&amp;quot;size&amp;quot;:&amp;quot;12.00&amp;quot;,&amp;quot;va&amp;quot;:&amp;quot;baseline&amp;quot;,&amp;quot;fw_i&amp;quot;:400,&amp;quot;type&amp;quot;:&amp;quot;text&amp;quot;,&amp;quot;fs&amp;quot;:&amp;quot;normal&amp;quot;,&amp;quot;bgc&amp;quot;:&amp;quot;rgba(0, 0, 0, 0)&amp;quot;}&quot; style=&quot;line-height: 1.2; margin: 0px 0px 0pt;&quot;&gt;&lt;span style=&quot;font-family: Roboto; font-size: 12pt; font-variant-east-asian: normal; font-variant-numeric: normal; letter-spacing: 0pt; vertical-align: baseline;&quot;&gt;That is to say, they have things which they value more highly than other things and they take actions which they believe will result in a net gain in the fulfillment of those values. F&lt;/span&gt;&lt;span style=&quot;font-family: Roboto; font-size: 12pt; font-variant-east-asian: normal; font-variant-numeric: normal; letter-spacing: 0pt; vertical-align: baseline;&quot;&gt;or example, they value eating a sandwich more highly than they value being lazy and sitting on the couch, so they make the trade. They expend the time and effort and get the sandwich to eat.&lt;/span&gt;&lt;/p&gt;&lt;p class=&quot;zw-paragraph&quot; data-line-height=&quot;1.2&quot; data-margin-bottom=&quot;0pt&quot; data-textformat=&quot;{&amp;quot;ff&amp;quot;:&amp;quot;Roboto&amp;quot;,&amp;quot;fv&amp;quot;:&amp;quot;normal&amp;quot;,&amp;quot;td&amp;quot;:&amp;quot;none&amp;quot;,&amp;quot;cs&amp;quot;:&amp;quot;0pt&amp;quot;,&amp;quot;fw&amp;quot;:&amp;quot;none&amp;quot;,&amp;quot;fgc&amp;quot;:&amp;quot;rgb(0, 0, 0)&amp;quot;,&amp;quot;size&amp;quot;:&amp;quot;12.00&amp;quot;,&amp;quot;va&amp;quot;:&amp;quot;baseline&amp;quot;,&amp;quot;fw_i&amp;quot;:400,&amp;quot;type&amp;quot;:&amp;quot;text&amp;quot;,&amp;quot;fs&amp;quot;:&amp;quot;normal&amp;quot;,&amp;quot;bgc&amp;quot;:&amp;quot;rgba(0, 0, 0, 0)&amp;quot;}&quot; data_styles=&quot;{&amp;quot;ff&amp;quot;:&amp;quot;Roboto&amp;quot;,&amp;quot;fv&amp;quot;:&amp;quot;normal&amp;quot;,&amp;quot;td&amp;quot;:&amp;quot;none&amp;quot;,&amp;quot;cs&amp;quot;:&amp;quot;0pt&amp;quot;,&amp;quot;fw&amp;quot;:&amp;quot;none&amp;quot;,&amp;quot;fgc&amp;quot;:&amp;quot;rgb(0, 0, 0)&amp;quot;,&amp;quot;size&amp;quot;:&amp;quot;12.00&amp;quot;,&amp;quot;va&amp;quot;:&amp;quot;baseline&amp;quot;,&amp;quot;fw_i&amp;quot;:400,&amp;quot;type&amp;quot;:&amp;quot;text&amp;quot;,&amp;quot;fs&amp;quot;:&amp;quot;normal&amp;quot;,&amp;quot;bgc&amp;quot;:&amp;quot;rgba(0, 0, 0, 0)&amp;quot;}&quot; style=&quot;line-height: 1.2; margin: 0px 0px 0pt;&quot;&gt;&lt;span class=&quot;EOP&quot;&gt;&amp;nbsp;&lt;/span&gt;&lt;/p&gt;&lt;p class=&quot;zw-paragraph&quot; data-line-height=&quot;1.2&quot; data-margin-bottom=&quot;0pt&quot; data-textformat=&quot;{&amp;quot;ff&amp;quot;:&amp;quot;Roboto&amp;quot;,&amp;quot;fv&amp;quot;:&amp;quot;normal&amp;quot;,&amp;quot;td&amp;quot;:&amp;quot;none&amp;quot;,&amp;quot;cs&amp;quot;:&amp;quot;0pt&amp;quot;,&amp;quot;fw&amp;quot;:&amp;quot;none&amp;quot;,&amp;quot;fgc&amp;quot;:&amp;quot;rgb(0, 0, 0)&amp;quot;,&amp;quot;size&amp;quot;:&amp;quot;12.00&amp;quot;,&amp;quot;va&amp;quot;:&amp;quot;baseline&amp;quot;,&amp;quot;fw_i&amp;quot;:400,&amp;quot;type&amp;quot;:&amp;quot;text&amp;quot;,&amp;quot;fs&amp;quot;:&amp;quot;normal&amp;quot;,&amp;quot;bgc&amp;quot;:&amp;quot;rgba(0, 0, 0, 0)&amp;quot;}&quot; data_styles=&quot;{&amp;quot;ff&amp;quot;:&amp;quot;Roboto&amp;quot;,&amp;quot;fv&amp;quot;:&amp;quot;normal&amp;quot;,&amp;quot;td&amp;quot;:&amp;quot;none&amp;quot;,&amp;quot;cs&amp;quot;:&amp;quot;0pt&amp;quot;,&amp;quot;fw&amp;quot;:&amp;quot;none&amp;quot;,&amp;quot;fgc&amp;quot;:&amp;quot;rgb(0, 0, 0)&amp;quot;,&amp;quot;size&amp;quot;:&amp;quot;12.00&amp;quot;,&amp;quot;va&amp;quot;:&amp;quot;baseline&amp;quot;,&amp;quot;fw_i&amp;quot;:400,&amp;quot;type&amp;quot;:&amp;quot;text&amp;quot;,&amp;quot;fs&amp;quot;:&amp;quot;normal&amp;quot;,&amp;quot;bgc&amp;quot;:&amp;quot;rgba(0, 0, 0, 0)&amp;quot;}&quot; style=&quot;line-height: 1.2; margin: 0px 0px 0pt;&quot;&gt;&lt;span style=&quot;font-family: Roboto; font-size: 12pt; font-variant-east-asian: normal; font-variant-numeric: normal; letter-spacing: 0pt; vertical-align: baseline;&quot;&gt;In step two I concede to moral nihilism completely. A bold strategy when arguing against something, but actually it&#39;s surprisingly effective against a lot of hard-to-analyze positions.&lt;/span&gt;&lt;/p&gt;&lt;p class=&quot;zw-paragraph&quot; data-line-height=&quot;1.2&quot; data-margin-bottom=&quot;0pt&quot; data-textformat=&quot;{&amp;quot;ff&amp;quot;:&amp;quot;Roboto&amp;quot;,&amp;quot;fv&amp;quot;:&amp;quot;normal&amp;quot;,&amp;quot;td&amp;quot;:&amp;quot;none&amp;quot;,&amp;quot;cs&amp;quot;:&amp;quot;0pt&amp;quot;,&amp;quot;fw&amp;quot;:&amp;quot;none&amp;quot;,&amp;quot;fgc&amp;quot;:&amp;quot;rgb(0, 0, 0)&amp;quot;,&amp;quot;size&amp;quot;:&amp;quot;12.00&amp;quot;,&amp;quot;va&amp;quot;:&amp;quot;baseline&amp;quot;,&amp;quot;fw_i&amp;quot;:400,&amp;quot;type&amp;quot;:&amp;quot;text&amp;quot;,&amp;quot;fs&amp;quot;:&amp;quot;normal&amp;quot;,&amp;quot;bgc&amp;quot;:&amp;quot;rgba(0, 0, 0, 0)&amp;quot;}&quot; data_styles=&quot;{&amp;quot;ff&amp;quot;:&amp;quot;Roboto&amp;quot;,&amp;quot;fv&amp;quot;:&amp;quot;normal&amp;quot;,&amp;quot;td&amp;quot;:&amp;quot;none&amp;quot;,&amp;quot;cs&amp;quot;:&amp;quot;0pt&amp;quot;,&amp;quot;fw&amp;quot;:&amp;quot;none&amp;quot;,&amp;quot;fgc&amp;quot;:&amp;quot;rgb(0, 0, 0)&amp;quot;,&amp;quot;size&amp;quot;:&amp;quot;12.00&amp;quot;,&amp;quot;va&amp;quot;:&amp;quot;baseline&amp;quot;,&amp;quot;fw_i&amp;quot;:400,&amp;quot;type&amp;quot;:&amp;quot;text&amp;quot;,&amp;quot;fs&amp;quot;:&amp;quot;normal&amp;quot;,&amp;quot;bgc&amp;quot;:&amp;quot;rgba(0, 0, 0, 0)&amp;quot;}&quot; style=&quot;line-height: 1.2; margin: 0px 0px 0pt;&quot;&gt;&lt;span class=&quot;EOP&quot;&gt;&amp;nbsp;&lt;/span&gt;&lt;/p&gt;&lt;p class=&quot;zw-paragraph&quot; data-line-height=&quot;1.2&quot; data-margin-bottom=&quot;0pt&quot; data-textformat=&quot;{&amp;quot;ff&amp;quot;:&amp;quot;Roboto&amp;quot;,&amp;quot;fv&amp;quot;:&amp;quot;normal&amp;quot;,&amp;quot;td&amp;quot;:&amp;quot;none&amp;quot;,&amp;quot;cs&amp;quot;:&amp;quot;0pt&amp;quot;,&amp;quot;fw&amp;quot;:&amp;quot;none&amp;quot;,&amp;quot;fgc&amp;quot;:&amp;quot;rgb(0, 0, 0)&amp;quot;,&amp;quot;size&amp;quot;:&amp;quot;12.00&amp;quot;,&amp;quot;va&amp;quot;:&amp;quot;baseline&amp;quot;,&amp;quot;fw_i&amp;quot;:400,&amp;quot;type&amp;quot;:&amp;quot;text&amp;quot;,&amp;quot;fs&amp;quot;:&amp;quot;normal&amp;quot;,&amp;quot;bgc&amp;quot;:&amp;quot;rgba(0, 0, 0, 0)&amp;quot;}&quot; data_styles=&quot;{&amp;quot;ff&amp;quot;:&amp;quot;Roboto&amp;quot;,&amp;quot;fv&amp;quot;:&amp;quot;normal&amp;quot;,&amp;quot;td&amp;quot;:&amp;quot;none&amp;quot;,&amp;quot;cs&amp;quot;:&amp;quot;0pt&amp;quot;,&amp;quot;fw&amp;quot;:&amp;quot;none&amp;quot;,&amp;quot;fgc&amp;quot;:&amp;quot;rgb(0, 0, 0)&amp;quot;,&amp;quot;size&amp;quot;:&amp;quot;12.00&amp;quot;,&amp;quot;va&amp;quot;:&amp;quot;baseline&amp;quot;,&amp;quot;fw_i&amp;quot;:400,&amp;quot;type&amp;quot;:&amp;quot;text&amp;quot;,&amp;quot;fs&amp;quot;:&amp;quot;normal&amp;quot;,&amp;quot;bgc&amp;quot;:&amp;quot;rgba(0, 0, 0, 0)&amp;quot;}&quot; style=&quot;line-height: 1.2; margin: 0px 0px 0pt;&quot;&gt;&lt;span style=&quot;font-family: Roboto; font-size: 12pt; font-variant-east-asian: normal; font-variant-numeric: normal; letter-spacing: 0pt; vertical-align: baseline;&quot;&gt;That&#39;s right nihilists, there is no morality. Your hard-nosed realism has won out against us silly romantics who believe in ethics&lt;/span&gt;&lt;a href=&quot;#footnote_02586159588847503&quot;&gt;&lt;span data-footnote-id=&quot;footnote_02586159588847503&quot; data-footnote-info=&quot;{}&quot; data-text-info=&quot;{&amp;quot;cls&amp;quot;:&amp;quot;footnote&amp;quot;}&quot; style=&quot;color: black; font-family: Roboto; font-size: 12pt; vertical-align: super;&quot;&gt;[1]&lt;/span&gt;&lt;/a&gt;&lt;span style=&quot;font-family: Roboto; font-size: 12pt;&quot;&gt;. &lt;/span&gt;&lt;span style=&quot;font-family: Roboto; font-size: 12pt; font-variant-east-asian: normal; font-variant-numeric: normal; letter-spacing: 0pt; vertical-align: baseline;&quot;&gt;Now we&#39;re ready for step three: analyze the situations we used to apply morality to, without such foolish superstitions.&lt;/span&gt;&lt;/p&gt;&lt;p class=&quot;zw-paragraph&quot; data-line-height=&quot;1.2&quot; data-margin-bottom=&quot;0pt&quot; data-textformat=&quot;{&amp;quot;ff&amp;quot;:&amp;quot;Roboto&amp;quot;,&amp;quot;fv&amp;quot;:&amp;quot;normal&amp;quot;,&amp;quot;td&amp;quot;:&amp;quot;none&amp;quot;,&amp;quot;cs&amp;quot;:&amp;quot;0pt&amp;quot;,&amp;quot;fw&amp;quot;:&amp;quot;none&amp;quot;,&amp;quot;fgc&amp;quot;:&amp;quot;rgb(0, 0, 0)&amp;quot;,&amp;quot;size&amp;quot;:&amp;quot;12.00&amp;quot;,&amp;quot;va&amp;quot;:&amp;quot;baseline&amp;quot;,&amp;quot;fw_i&amp;quot;:400,&amp;quot;type&amp;quot;:&amp;quot;text&amp;quot;,&amp;quot;fs&amp;quot;:&amp;quot;normal&amp;quot;,&amp;quot;bgc&amp;quot;:&amp;quot;rgba(0, 0, 0, 0)&amp;quot;}&quot; data_styles=&quot;{&amp;quot;ff&amp;quot;:&amp;quot;Roboto&amp;quot;,&amp;quot;fv&amp;quot;:&amp;quot;normal&amp;quot;,&amp;quot;td&amp;quot;:&amp;quot;none&amp;quot;,&amp;quot;cs&amp;quot;:&amp;quot;0pt&amp;quot;,&amp;quot;fw&amp;quot;:&amp;quot;none&amp;quot;,&amp;quot;fgc&amp;quot;:&amp;quot;rgb(0, 0, 0)&amp;quot;,&amp;quot;size&amp;quot;:&amp;quot;12.00&amp;quot;,&amp;quot;va&amp;quot;:&amp;quot;baseline&amp;quot;,&amp;quot;fw_i&amp;quot;:400,&amp;quot;type&amp;quot;:&amp;quot;text&amp;quot;,&amp;quot;fs&amp;quot;:&amp;quot;normal&amp;quot;,&amp;quot;bgc&amp;quot;:&amp;quot;rgba(0, 0, 0, 0)&amp;quot;}&quot; style=&quot;line-height: 1.2; margin: 0px 0px 0pt;&quot;&gt;&lt;span class=&quot;EOP&quot;&gt;&amp;nbsp;&lt;/span&gt;&lt;/p&gt;&lt;p class=&quot;zw-paragraph&quot; data-line-height=&quot;1.2&quot; data-margin-bottom=&quot;0pt&quot; data-textformat=&quot;{&amp;quot;ff&amp;quot;:&amp;quot;Roboto&amp;quot;,&amp;quot;fv&amp;quot;:&amp;quot;normal&amp;quot;,&amp;quot;td&amp;quot;:&amp;quot;none&amp;quot;,&amp;quot;cs&amp;quot;:&amp;quot;0pt&amp;quot;,&amp;quot;fw&amp;quot;:&amp;quot;none&amp;quot;,&amp;quot;fgc&amp;quot;:&amp;quot;rgb(0, 0, 0)&amp;quot;,&amp;quot;size&amp;quot;:&amp;quot;12.00&amp;quot;,&amp;quot;va&amp;quot;:&amp;quot;baseline&amp;quot;,&amp;quot;fw_i&amp;quot;:400,&amp;quot;type&amp;quot;:&amp;quot;text&amp;quot;,&amp;quot;fs&amp;quot;:&amp;quot;normal&amp;quot;,&amp;quot;bgc&amp;quot;:&amp;quot;rgba(0, 0, 0, 0)&amp;quot;}&quot; data_styles=&quot;{&amp;quot;ff&amp;quot;:&amp;quot;Roboto&amp;quot;,&amp;quot;fv&amp;quot;:&amp;quot;normal&amp;quot;,&amp;quot;td&amp;quot;:&amp;quot;none&amp;quot;,&amp;quot;cs&amp;quot;:&amp;quot;0pt&amp;quot;,&amp;quot;fw&amp;quot;:&amp;quot;none&amp;quot;,&amp;quot;fgc&amp;quot;:&amp;quot;rgb(0, 0, 0)&amp;quot;,&amp;quot;size&amp;quot;:&amp;quot;12.00&amp;quot;,&amp;quot;va&amp;quot;:&amp;quot;baseline&amp;quot;,&amp;quot;fw_i&amp;quot;:400,&amp;quot;type&amp;quot;:&amp;quot;text&amp;quot;,&amp;quot;fs&amp;quot;:&amp;quot;normal&amp;quot;,&amp;quot;bgc&amp;quot;:&amp;quot;rgba(0, 0, 0, 0)&amp;quot;}&quot; style=&quot;line-height: 1.2; margin: 0px 0px 0pt;&quot;&gt;&lt;span style=&quot;font-family: Roboto; font-size: 12pt; font-variant-east-asian: normal; font-variant-numeric: normal; letter-spacing: 0pt; vertical-align: baseline;&quot;&gt;How would a nihilist doctor decide whether to steal the organs from a healthy man in order to save the lives of five dying patients? Of course he&#39;d just go with his preferences—as we discussed before, despite being a moral nihilist, he still personally values some things above others. So, it depends on preferences such as whether he would rather one person to die or five.&lt;/span&gt;&lt;/p&gt;&lt;p class=&quot;zw-paragraph&quot; data-line-height=&quot;1.2&quot; data-margin-bottom=&quot;0pt&quot; data-textformat=&quot;{&amp;quot;ff&amp;quot;:&amp;quot;Roboto&amp;quot;,&amp;quot;fv&amp;quot;:&amp;quot;normal&amp;quot;,&amp;quot;td&amp;quot;:&amp;quot;none&amp;quot;,&amp;quot;cs&amp;quot;:&amp;quot;0pt&amp;quot;,&amp;quot;fw&amp;quot;:&amp;quot;none&amp;quot;,&amp;quot;fgc&amp;quot;:&amp;quot;rgb(0, 0, 0)&amp;quot;,&amp;quot;size&amp;quot;:&amp;quot;12.00&amp;quot;,&amp;quot;va&amp;quot;:&amp;quot;baseline&amp;quot;,&amp;quot;fw_i&amp;quot;:400,&amp;quot;type&amp;quot;:&amp;quot;text&amp;quot;,&amp;quot;fs&amp;quot;:&amp;quot;normal&amp;quot;,&amp;quot;bgc&amp;quot;:&amp;quot;rgba(0, 0, 0, 0)&amp;quot;}&quot; data_styles=&quot;{&amp;quot;ff&amp;quot;:&amp;quot;Roboto&amp;quot;,&amp;quot;fv&amp;quot;:&amp;quot;normal&amp;quot;,&amp;quot;td&amp;quot;:&amp;quot;none&amp;quot;,&amp;quot;cs&amp;quot;:&amp;quot;0pt&amp;quot;,&amp;quot;fw&amp;quot;:&amp;quot;none&amp;quot;,&amp;quot;fgc&amp;quot;:&amp;quot;rgb(0, 0, 0)&amp;quot;,&amp;quot;size&amp;quot;:&amp;quot;12.00&amp;quot;,&amp;quot;va&amp;quot;:&amp;quot;baseline&amp;quot;,&amp;quot;fw_i&amp;quot;:400,&amp;quot;type&amp;quot;:&amp;quot;text&amp;quot;,&amp;quot;fs&amp;quot;:&amp;quot;normal&amp;quot;,&amp;quot;bgc&amp;quot;:&amp;quot;rgba(0, 0, 0, 0)&amp;quot;}&quot; style=&quot;line-height: 1.2; margin: 0px 0px 0pt;&quot;&gt;&lt;span class=&quot;EOP&quot;&gt;&amp;nbsp;&lt;/span&gt;&lt;/p&gt;&lt;p class=&quot;zw-paragraph&quot; data-line-height=&quot;1.2&quot; data-margin-bottom=&quot;0pt&quot; data-textformat=&quot;{&amp;quot;ff&amp;quot;:&amp;quot;Roboto&amp;quot;,&amp;quot;fv&amp;quot;:&amp;quot;normal&amp;quot;,&amp;quot;td&amp;quot;:&amp;quot;none&amp;quot;,&amp;quot;cs&amp;quot;:&amp;quot;0pt&amp;quot;,&amp;quot;fw&amp;quot;:&amp;quot;none&amp;quot;,&amp;quot;fgc&amp;quot;:&amp;quot;rgb(0, 0, 0)&amp;quot;,&amp;quot;size&amp;quot;:&amp;quot;12.00&amp;quot;,&amp;quot;va&amp;quot;:&amp;quot;baseline&amp;quot;,&amp;quot;fw_i&amp;quot;:400,&amp;quot;type&amp;quot;:&amp;quot;text&amp;quot;,&amp;quot;fs&amp;quot;:&amp;quot;normal&amp;quot;,&amp;quot;bgc&amp;quot;:&amp;quot;rgba(0, 0, 0, 0)&amp;quot;}&quot; data_styles=&quot;{&amp;quot;ff&amp;quot;:&amp;quot;Roboto&amp;quot;,&amp;quot;fv&amp;quot;:&amp;quot;normal&amp;quot;,&amp;quot;td&amp;quot;:&amp;quot;none&amp;quot;,&amp;quot;cs&amp;quot;:&amp;quot;0pt&amp;quot;,&amp;quot;fw&amp;quot;:&amp;quot;none&amp;quot;,&amp;quot;fgc&amp;quot;:&amp;quot;rgb(0, 0, 0)&amp;quot;,&amp;quot;size&amp;quot;:&amp;quot;12.00&amp;quot;,&amp;quot;va&amp;quot;:&amp;quot;baseline&amp;quot;,&amp;quot;fw_i&amp;quot;:400,&amp;quot;type&amp;quot;:&amp;quot;text&amp;quot;,&amp;quot;fs&amp;quot;:&amp;quot;normal&amp;quot;,&amp;quot;bgc&amp;quot;:&amp;quot;rgba(0, 0, 0, 0)&amp;quot;}&quot; style=&quot;line-height: 1.2; margin: 0px 0px 0pt;&quot;&gt;&lt;span style=&quot;font-family: Roboto; font-size: 12pt; font-variant-east-asian: normal; font-variant-numeric: normal; letter-spacing: 0pt; vertical-align: baseline;&quot;&gt;It might sound obvious which he&#39;d prefer, but there&#39;s no &lt;/span&gt;&lt;span style=&quot;font-family: Roboto; font-size: 12pt; font-style: italic; font-variant-east-asian: normal; font-variant-numeric: normal; letter-spacing: 0pt; vertical-align: baseline;&quot;&gt;reason&lt;/span&gt;&lt;span style=&quot;font-family: Roboto; font-size: 12pt; font-variant-east-asian: normal; font-variant-numeric: normal; letter-spacing: 0pt; vertical-align: baseline;&quot;&gt; to prefer fewer people dying to more.&lt;/span&gt;&lt;span style=&quot;font-family: Roboto; font-size: 12pt; font-variant-east-asian: normal; font-variant-numeric: normal; letter-spacing: 0pt; vertical-align: baseline;&quot;&gt; As the &lt;/span&gt;&lt;span style=&quot;font-family: Roboto; font-size: 12pt; font-style: italic; font-variant-east-asian: normal; font-variant-numeric: normal; letter-spacing: 0pt; vertical-align: baseline;&quot;&gt;rational, realistic nihilists we now are&lt;/span&gt;&lt;span style=&quot;font-family: Roboto; font-size: 12pt; font-variant-east-asian: normal; font-variant-numeric: normal; letter-spacing: 0pt; vertical-align: baseline;&quot;&gt;, we know that &lt;/span&gt;&lt;span style=&quot;font-family: Roboto; font-size: 12pt; font-variant-east-asian: normal; font-variant-numeric: normal; letter-spacing: 0pt; vertical-align: baseline;&quot;&gt;reason can not tell us what to value.&lt;/span&gt;&lt;span style=&quot;font-family: Roboto; font-size: 12pt; font-variant-east-asian: normal; font-variant-numeric: normal; letter-spacing: 0pt; vertical-align: baseline;&quot;&gt; After all, it is not contrary to reason to prefer the destruction of the whole world to the scratching of my finger&lt;/span&gt;&lt;a href=&quot;#footnote_07956794815333776&quot;&gt;&lt;span data-footnote-id=&quot;footnote_07956794815333776&quot; data-footnote-info=&quot;{}&quot; data-text-info=&quot;{&amp;quot;cls&amp;quot;:&amp;quot;footnote&amp;quot;}&quot; style=&quot;color: black; font-family: Roboto; font-size: 12pt; vertical-align: super;&quot;&gt;[2]&lt;/span&gt;&lt;/a&gt;&lt;span style=&quot;font-family: Roboto; font-size: 12pt; font-variant-east-asian: normal; font-variant-numeric: normal; letter-spacing: 0pt; vertical-align: baseline;&quot;&gt;. That being said, &lt;/span&gt;&lt;span style=&quot;font-family: Roboto; font-size: 12pt; font-style: italic; font-variant-east-asian: normal; font-variant-numeric: normal; letter-spacing: 0pt; vertical-align: baseline;&quot;&gt;do you&lt;/span&gt;&lt;span style=&quot;font-family: Roboto; font-size: 12pt; font-variant-east-asian: normal; font-variant-numeric: normal; letter-spacing: 0pt; vertical-align: baseline;&quot;&gt; prefer the destruction of the whole world to the scratching of your finger? I don&#39;t think that I do. I also would prefer, all else equal, for my actions to cause fewer people to die rather than more. So, maybe I would kill the man and redistribute his organs. &lt;/span&gt;&lt;/p&gt;&lt;p class=&quot;zw-paragraph&quot; data-line-height=&quot;1.2&quot; data-margin-bottom=&quot;0pt&quot; data-textformat=&quot;{&amp;quot;ff&amp;quot;:&amp;quot;Roboto&amp;quot;,&amp;quot;fv&amp;quot;:&amp;quot;normal&amp;quot;,&amp;quot;td&amp;quot;:&amp;quot;none&amp;quot;,&amp;quot;cs&amp;quot;:&amp;quot;0pt&amp;quot;,&amp;quot;fw&amp;quot;:&amp;quot;none&amp;quot;,&amp;quot;fgc&amp;quot;:&amp;quot;rgb(0, 0, 0)&amp;quot;,&amp;quot;size&amp;quot;:&amp;quot;12.00&amp;quot;,&amp;quot;va&amp;quot;:&amp;quot;baseline&amp;quot;,&amp;quot;fw_i&amp;quot;:400,&amp;quot;type&amp;quot;:&amp;quot;text&amp;quot;,&amp;quot;fs&amp;quot;:&amp;quot;none&amp;quot;,&amp;quot;bgc&amp;quot;:&amp;quot;rgba(0, 0, 0, 0)&amp;quot;}&quot; data_styles=&quot;{&amp;quot;ff&amp;quot;:&amp;quot;Roboto&amp;quot;,&amp;quot;fv&amp;quot;:&amp;quot;normal&amp;quot;,&amp;quot;td&amp;quot;:&amp;quot;none&amp;quot;,&amp;quot;cs&amp;quot;:&amp;quot;0pt&amp;quot;,&amp;quot;fw&amp;quot;:&amp;quot;none&amp;quot;,&amp;quot;fgc&amp;quot;:&amp;quot;rgb(0, 0, 0)&amp;quot;,&amp;quot;size&amp;quot;:&amp;quot;12.00&amp;quot;,&amp;quot;va&amp;quot;:&amp;quot;baseline&amp;quot;,&amp;quot;fw_i&amp;quot;:400,&amp;quot;type&amp;quot;:&amp;quot;text&amp;quot;,&amp;quot;fs&amp;quot;:&amp;quot;none&amp;quot;,&amp;quot;bgc&amp;quot;:&amp;quot;rgba(0, 0, 0, 0)&amp;quot;}&quot; style=&quot;line-height: 1.2; margin: 0px 0px 0pt;&quot;&gt;&lt;span class=&quot;EOP&quot;&gt;&amp;nbsp;&lt;/span&gt;&lt;/p&gt;&lt;p class=&quot;zw-paragraph&quot; data-line-height=&quot;1.2&quot; data-margin-bottom=&quot;0pt&quot; data-textformat=&quot;{&amp;quot;ff&amp;quot;:&amp;quot;Roboto&amp;quot;,&amp;quot;fv&amp;quot;:&amp;quot;normal&amp;quot;,&amp;quot;td&amp;quot;:&amp;quot;none&amp;quot;,&amp;quot;cs&amp;quot;:&amp;quot;0pt&amp;quot;,&amp;quot;fw&amp;quot;:&amp;quot;none&amp;quot;,&amp;quot;fgc&amp;quot;:&amp;quot;rgb(0, 0, 0)&amp;quot;,&amp;quot;size&amp;quot;:&amp;quot;12.00&amp;quot;,&amp;quot;va&amp;quot;:&amp;quot;baseline&amp;quot;,&amp;quot;fw_i&amp;quot;:400,&amp;quot;type&amp;quot;:&amp;quot;text&amp;quot;,&amp;quot;fs&amp;quot;:&amp;quot;normal&amp;quot;,&amp;quot;bgc&amp;quot;:&amp;quot;rgba(0, 0, 0, 0)&amp;quot;}&quot; data_styles=&quot;{&amp;quot;ff&amp;quot;:&amp;quot;Roboto&amp;quot;,&amp;quot;fv&amp;quot;:&amp;quot;normal&amp;quot;,&amp;quot;td&amp;quot;:&amp;quot;none&amp;quot;,&amp;quot;cs&amp;quot;:&amp;quot;0pt&amp;quot;,&amp;quot;fw&amp;quot;:&amp;quot;none&amp;quot;,&amp;quot;fgc&amp;quot;:&amp;quot;rgb(0, 0, 0)&amp;quot;,&amp;quot;size&amp;quot;:&amp;quot;12.00&amp;quot;,&amp;quot;va&amp;quot;:&amp;quot;baseline&amp;quot;,&amp;quot;fw_i&amp;quot;:400,&amp;quot;type&amp;quot;:&amp;quot;text&amp;quot;,&amp;quot;fs&amp;quot;:&amp;quot;normal&amp;quot;,&amp;quot;bgc&amp;quot;:&amp;quot;rgba(0, 0, 0, 0)&amp;quot;}&quot; style=&quot;line-height: 1.2; margin: 0px 0px 0pt;&quot;&gt;&lt;span style=&quot;font-family: Roboto; font-size: 12pt; font-variant-east-asian: normal; font-variant-numeric: normal; letter-spacing: 0pt; vertical-align: baseline;&quot;&gt;Then again, I would also prefer, all else equal, to not be &lt;/span&gt;&lt;span style=&quot;font-family: Roboto; font-size: 12pt; font-variant-east-asian: normal; font-variant-numeric: normal; letter-spacing: 0pt; vertical-align: baseline;&quot;&gt;caught&lt;/span&gt;&lt;span style=&quot;font-family: Roboto; font-size: 12pt; font-variant-east-asian: normal; font-variant-numeric: normal; letter-spacing: 0pt; vertical-align: baseline;&quot;&gt; killing people. Not just for my own sake, but if I damaged the reputation of the medical profession (or even just my own reputation as a doctor) &lt;/span&gt;&lt;span style=&quot;font-family: Roboto; font-size: 12pt; font-variant-east-asian: normal; font-variant-numeric: normal; letter-spacing: 0pt; vertical-align: baseline;&quot;&gt;and as a result people didn&#39;t get medical treatment that they needed, I would feel really bad about that.&lt;/span&gt;&lt;/p&gt;&lt;p class=&quot;zw-paragraph&quot; data-line-height=&quot;1.2&quot; data-margin-bottom=&quot;0pt&quot; data-textformat=&quot;{&amp;quot;ff&amp;quot;:&amp;quot;Roboto&amp;quot;,&amp;quot;fv&amp;quot;:&amp;quot;normal&amp;quot;,&amp;quot;td&amp;quot;:&amp;quot;none&amp;quot;,&amp;quot;cs&amp;quot;:&amp;quot;0pt&amp;quot;,&amp;quot;fw&amp;quot;:&amp;quot;none&amp;quot;,&amp;quot;fgc&amp;quot;:&amp;quot;rgb(0, 0, 0)&amp;quot;,&amp;quot;size&amp;quot;:&amp;quot;12.00&amp;quot;,&amp;quot;va&amp;quot;:&amp;quot;baseline&amp;quot;,&amp;quot;fw_i&amp;quot;:400,&amp;quot;type&amp;quot;:&amp;quot;text&amp;quot;,&amp;quot;fs&amp;quot;:&amp;quot;normal&amp;quot;,&amp;quot;bgc&amp;quot;:&amp;quot;rgba(0, 0, 0, 0)&amp;quot;}&quot; data_styles=&quot;{&amp;quot;ff&amp;quot;:&amp;quot;Roboto&amp;quot;,&amp;quot;fv&amp;quot;:&amp;quot;normal&amp;quot;,&amp;quot;td&amp;quot;:&amp;quot;none&amp;quot;,&amp;quot;cs&amp;quot;:&amp;quot;0pt&amp;quot;,&amp;quot;fw&amp;quot;:&amp;quot;none&amp;quot;,&amp;quot;fgc&amp;quot;:&amp;quot;rgb(0, 0, 0)&amp;quot;,&amp;quot;size&amp;quot;:&amp;quot;12.00&amp;quot;,&amp;quot;va&amp;quot;:&amp;quot;baseline&amp;quot;,&amp;quot;fw_i&amp;quot;:400,&amp;quot;type&amp;quot;:&amp;quot;text&amp;quot;,&amp;quot;fs&amp;quot;:&amp;quot;normal&amp;quot;,&amp;quot;bgc&amp;quot;:&amp;quot;rgba(0, 0, 0, 0)&amp;quot;}&quot; style=&quot;line-height: 1.2; margin: 0px 0px 0pt;&quot;&gt;&lt;span class=&quot;EOP&quot;&gt;&amp;nbsp;&lt;/span&gt;&lt;/p&gt;&lt;p class=&quot;zw-paragraph&quot; data-line-height=&quot;1.2&quot; data-margin-bottom=&quot;0pt&quot; data-textformat=&quot;{&amp;quot;ff&amp;quot;:&amp;quot;Roboto&amp;quot;,&amp;quot;fv&amp;quot;:&amp;quot;normal&amp;quot;,&amp;quot;td&amp;quot;:&amp;quot;none&amp;quot;,&amp;quot;cs&amp;quot;:&amp;quot;0pt&amp;quot;,&amp;quot;fw&amp;quot;:&amp;quot;none&amp;quot;,&amp;quot;fgc&amp;quot;:&amp;quot;rgb(0, 0, 0)&amp;quot;,&amp;quot;size&amp;quot;:&amp;quot;12.00&amp;quot;,&amp;quot;va&amp;quot;:&amp;quot;baseline&amp;quot;,&amp;quot;fw_i&amp;quot;:400,&amp;quot;type&amp;quot;:&amp;quot;text&amp;quot;,&amp;quot;fs&amp;quot;:&amp;quot;normal&amp;quot;,&amp;quot;bgc&amp;quot;:&amp;quot;rgba(0, 0, 0, 0)&amp;quot;}&quot; data_styles=&quot;{&amp;quot;ff&amp;quot;:&amp;quot;Roboto&amp;quot;,&amp;quot;fv&amp;quot;:&amp;quot;normal&amp;quot;,&amp;quot;td&amp;quot;:&amp;quot;none&amp;quot;,&amp;quot;cs&amp;quot;:&amp;quot;0pt&amp;quot;,&amp;quot;fw&amp;quot;:&amp;quot;none&amp;quot;,&amp;quot;fgc&amp;quot;:&amp;quot;rgb(0, 0, 0)&amp;quot;,&amp;quot;size&amp;quot;:&amp;quot;12.00&amp;quot;,&amp;quot;va&amp;quot;:&amp;quot;baseline&amp;quot;,&amp;quot;fw_i&amp;quot;:400,&amp;quot;type&amp;quot;:&amp;quot;text&amp;quot;,&amp;quot;fs&amp;quot;:&amp;quot;normal&amp;quot;,&amp;quot;bgc&amp;quot;:&amp;quot;rgba(0, 0, 0, 0)&amp;quot;}&quot; style=&quot;line-height: 1.2; margin: 0px 0px 0pt;&quot;&gt;&lt;span style=&quot;font-family: Roboto; font-size: 12pt; font-variant-east-asian: normal; font-variant-numeric: normal; letter-spacing: 0pt; vertical-align: baseline;&quot;&gt;Also, let&#39;s not forget that I might screw up the surgeries. I&#39;d really rather not have the whole lot of them die on me. &lt;/span&gt;&lt;span style=&quot;font-family: Roboto; font-size: 12pt; font-variant-east-asian: normal; font-variant-numeric: normal; letter-spacing: 0pt; vertical-align: baseline;&quot;&gt;That&#39;s also ignoring the question of how many years of life the healthy patient would have had compared to how many years of life the sick patients will get on their stolen organs—not to mention quality of life.&lt;/span&gt;&lt;/p&gt;&lt;p class=&quot;zw-paragraph&quot; data-line-height=&quot;1.2&quot; data-margin-bottom=&quot;0pt&quot; data-textformat=&quot;{&amp;quot;ff&amp;quot;:&amp;quot;Roboto&amp;quot;,&amp;quot;fv&amp;quot;:&amp;quot;normal&amp;quot;,&amp;quot;td&amp;quot;:&amp;quot;none&amp;quot;,&amp;quot;cs&amp;quot;:&amp;quot;0pt&amp;quot;,&amp;quot;fw&amp;quot;:&amp;quot;none&amp;quot;,&amp;quot;fgc&amp;quot;:&amp;quot;rgb(0, 0, 0)&amp;quot;,&amp;quot;size&amp;quot;:&amp;quot;12.00&amp;quot;,&amp;quot;va&amp;quot;:&amp;quot;baseline&amp;quot;,&amp;quot;fw_i&amp;quot;:400,&amp;quot;type&amp;quot;:&amp;quot;text&amp;quot;,&amp;quot;fs&amp;quot;:&amp;quot;normal&amp;quot;,&amp;quot;bgc&amp;quot;:&amp;quot;rgba(0, 0, 0, 0)&amp;quot;}&quot; data_styles=&quot;{&amp;quot;ff&amp;quot;:&amp;quot;Roboto&amp;quot;,&amp;quot;fv&amp;quot;:&amp;quot;normal&amp;quot;,&amp;quot;td&amp;quot;:&amp;quot;none&amp;quot;,&amp;quot;cs&amp;quot;:&amp;quot;0pt&amp;quot;,&amp;quot;fw&amp;quot;:&amp;quot;none&amp;quot;,&amp;quot;fgc&amp;quot;:&amp;quot;rgb(0, 0, 0)&amp;quot;,&amp;quot;size&amp;quot;:&amp;quot;12.00&amp;quot;,&amp;quot;va&amp;quot;:&amp;quot;baseline&amp;quot;,&amp;quot;fw_i&amp;quot;:400,&amp;quot;type&amp;quot;:&amp;quot;text&amp;quot;,&amp;quot;fs&amp;quot;:&amp;quot;normal&amp;quot;,&amp;quot;bgc&amp;quot;:&amp;quot;rgba(0, 0, 0, 0)&amp;quot;}&quot; style=&quot;line-height: 1.2; margin: 0px 0px 0pt;&quot;&gt;&lt;span class=&quot;EOP&quot;&gt;&amp;nbsp;&lt;/span&gt;&lt;/p&gt;&lt;p class=&quot;zw-paragraph&quot; data-line-height=&quot;1.2&quot; data-margin-bottom=&quot;0pt&quot; data-textformat=&quot;{&amp;quot;ff&amp;quot;:&amp;quot;Roboto&amp;quot;,&amp;quot;fv&amp;quot;:&amp;quot;normal&amp;quot;,&amp;quot;td&amp;quot;:&amp;quot;none&amp;quot;,&amp;quot;cs&amp;quot;:&amp;quot;0pt&amp;quot;,&amp;quot;fw&amp;quot;:&amp;quot;none&amp;quot;,&amp;quot;fgc&amp;quot;:&amp;quot;rgb(0, 0, 0)&amp;quot;,&amp;quot;size&amp;quot;:&amp;quot;12.00&amp;quot;,&amp;quot;va&amp;quot;:&amp;quot;baseline&amp;quot;,&amp;quot;fw_i&amp;quot;:400,&amp;quot;type&amp;quot;:&amp;quot;text&amp;quot;,&amp;quot;fs&amp;quot;:&amp;quot;normal&amp;quot;,&amp;quot;bgc&amp;quot;:&amp;quot;rgba(0, 0, 0, 0)&amp;quot;}&quot; data_styles=&quot;{&amp;quot;ff&amp;quot;:&amp;quot;Roboto&amp;quot;,&amp;quot;fv&amp;quot;:&amp;quot;normal&amp;quot;,&amp;quot;td&amp;quot;:&amp;quot;none&amp;quot;,&amp;quot;cs&amp;quot;:&amp;quot;0pt&amp;quot;,&amp;quot;fw&amp;quot;:&amp;quot;none&amp;quot;,&amp;quot;fgc&amp;quot;:&amp;quot;rgb(0, 0, 0)&amp;quot;,&amp;quot;size&amp;quot;:&amp;quot;12.00&amp;quot;,&amp;quot;va&amp;quot;:&amp;quot;baseline&amp;quot;,&amp;quot;fw_i&amp;quot;:400,&amp;quot;type&amp;quot;:&amp;quot;text&amp;quot;,&amp;quot;fs&amp;quot;:&amp;quot;normal&amp;quot;,&amp;quot;bgc&amp;quot;:&amp;quot;rgba(0, 0, 0, 0)&amp;quot;}&quot; style=&quot;line-height: 1.2; margin: 0px 0px 0pt;&quot;&gt;&lt;span style=&quot;font-family: Roboto; font-size: 12pt; font-variant-east-asian: normal; font-variant-numeric: normal; letter-spacing: 0pt; vertical-align: baseline;&quot;&gt;That&#39;s right, quality of life. I would personally prefer that people have better lives rather than worse ones (all else equal). In fact, that&#39;s kind of the reason I would prefer people to not die in the first place. If people die then I feel like their quality of life has effectively dropped to zero.&lt;/span&gt;&lt;/p&gt;&lt;p class=&quot;zw-paragraph&quot; data-line-height=&quot;1.2&quot; data-margin-bottom=&quot;0pt&quot; data-textformat=&quot;{&amp;quot;ff&amp;quot;:&amp;quot;Roboto&amp;quot;,&amp;quot;fv&amp;quot;:&amp;quot;normal&amp;quot;,&amp;quot;td&amp;quot;:&amp;quot;none&amp;quot;,&amp;quot;cs&amp;quot;:&amp;quot;0pt&amp;quot;,&amp;quot;fw&amp;quot;:&amp;quot;none&amp;quot;,&amp;quot;fgc&amp;quot;:&amp;quot;rgb(0, 0, 0)&amp;quot;,&amp;quot;size&amp;quot;:&amp;quot;12.00&amp;quot;,&amp;quot;va&amp;quot;:&amp;quot;baseline&amp;quot;,&amp;quot;fw_i&amp;quot;:400,&amp;quot;type&amp;quot;:&amp;quot;text&amp;quot;,&amp;quot;fs&amp;quot;:&amp;quot;normal&amp;quot;,&amp;quot;bgc&amp;quot;:&amp;quot;rgba(0, 0, 0, 0)&amp;quot;}&quot; data_styles=&quot;{&amp;quot;ff&amp;quot;:&amp;quot;Roboto&amp;quot;,&amp;quot;fv&amp;quot;:&amp;quot;normal&amp;quot;,&amp;quot;td&amp;quot;:&amp;quot;none&amp;quot;,&amp;quot;cs&amp;quot;:&amp;quot;0pt&amp;quot;,&amp;quot;fw&amp;quot;:&amp;quot;none&amp;quot;,&amp;quot;fgc&amp;quot;:&amp;quot;rgb(0, 0, 0)&amp;quot;,&amp;quot;size&amp;quot;:&amp;quot;12.00&amp;quot;,&amp;quot;va&amp;quot;:&amp;quot;baseline&amp;quot;,&amp;quot;fw_i&amp;quot;:400,&amp;quot;type&amp;quot;:&amp;quot;text&amp;quot;,&amp;quot;fs&amp;quot;:&amp;quot;normal&amp;quot;,&amp;quot;bgc&amp;quot;:&amp;quot;rgba(0, 0, 0, 0)&amp;quot;}&quot; style=&quot;line-height: 1.2; margin: 0px 0px 0pt;&quot;&gt;&lt;span class=&quot;EOP&quot;&gt;&amp;nbsp;&lt;/span&gt;&lt;/p&gt;&lt;p class=&quot;zw-paragraph&quot; data-line-height=&quot;1.2&quot; data-margin-bottom=&quot;0pt&quot; data-textformat=&quot;{&amp;quot;ff&amp;quot;:&amp;quot;Roboto&amp;quot;,&amp;quot;fv&amp;quot;:&amp;quot;normal&amp;quot;,&amp;quot;td&amp;quot;:&amp;quot;none&amp;quot;,&amp;quot;cs&amp;quot;:&amp;quot;0pt&amp;quot;,&amp;quot;fw&amp;quot;:&amp;quot;none&amp;quot;,&amp;quot;fgc&amp;quot;:&amp;quot;rgb(0, 0, 0)&amp;quot;,&amp;quot;size&amp;quot;:&amp;quot;12.00&amp;quot;,&amp;quot;va&amp;quot;:&amp;quot;baseline&amp;quot;,&amp;quot;fw_i&amp;quot;:400,&amp;quot;type&amp;quot;:&amp;quot;text&amp;quot;,&amp;quot;fs&amp;quot;:&amp;quot;normal&amp;quot;,&amp;quot;bgc&amp;quot;:&amp;quot;rgba(0, 0, 0, 0)&amp;quot;}&quot; data_styles=&quot;{&amp;quot;ff&amp;quot;:&amp;quot;Roboto&amp;quot;,&amp;quot;fv&amp;quot;:&amp;quot;normal&amp;quot;,&amp;quot;td&amp;quot;:&amp;quot;none&amp;quot;,&amp;quot;cs&amp;quot;:&amp;quot;0pt&amp;quot;,&amp;quot;fw&amp;quot;:&amp;quot;none&amp;quot;,&amp;quot;fgc&amp;quot;:&amp;quot;rgb(0, 0, 0)&amp;quot;,&amp;quot;size&amp;quot;:&amp;quot;12.00&amp;quot;,&amp;quot;va&amp;quot;:&amp;quot;baseline&amp;quot;,&amp;quot;fw_i&amp;quot;:400,&amp;quot;type&amp;quot;:&amp;quot;text&amp;quot;,&amp;quot;fs&amp;quot;:&amp;quot;normal&amp;quot;,&amp;quot;bgc&amp;quot;:&amp;quot;rgba(0, 0, 0, 0)&amp;quot;}&quot; style=&quot;line-height: 1.2; margin: 0px 0px 0pt;&quot;&gt;&lt;span style=&quot;font-family: Roboto; font-size: 12pt; font-variant-east-asian: normal; font-variant-numeric: normal; letter-spacing: 0pt; vertical-align: baseline;&quot;&gt;But how to weigh up the quality of life brought on by a longer life against the quality of life from not having painful surgery complications? More pressingly, how to weigh up any of these benefits interpersonally? A year to one man is not necessarily the same as a year to another.&lt;/span&gt;&lt;/p&gt;&lt;p class=&quot;zw-paragraph&quot; data-line-height=&quot;1.2&quot; data-margin-bottom=&quot;0pt&quot; data-textformat=&quot;{&amp;quot;ff&amp;quot;:&amp;quot;Roboto&amp;quot;,&amp;quot;fv&amp;quot;:&amp;quot;normal&amp;quot;,&amp;quot;td&amp;quot;:&amp;quot;none&amp;quot;,&amp;quot;cs&amp;quot;:&amp;quot;0pt&amp;quot;,&amp;quot;fw&amp;quot;:&amp;quot;none&amp;quot;,&amp;quot;fgc&amp;quot;:&amp;quot;rgb(0, 0, 0)&amp;quot;,&amp;quot;size&amp;quot;:&amp;quot;12.00&amp;quot;,&amp;quot;va&amp;quot;:&amp;quot;baseline&amp;quot;,&amp;quot;fw_i&amp;quot;:400,&amp;quot;type&amp;quot;:&amp;quot;text&amp;quot;,&amp;quot;fs&amp;quot;:&amp;quot;normal&amp;quot;,&amp;quot;bgc&amp;quot;:&amp;quot;rgba(0, 0, 0, 0)&amp;quot;}&quot; data_styles=&quot;{&amp;quot;ff&amp;quot;:&amp;quot;Roboto&amp;quot;,&amp;quot;fv&amp;quot;:&amp;quot;normal&amp;quot;,&amp;quot;td&amp;quot;:&amp;quot;none&amp;quot;,&amp;quot;cs&amp;quot;:&amp;quot;0pt&amp;quot;,&amp;quot;fw&amp;quot;:&amp;quot;none&amp;quot;,&amp;quot;fgc&amp;quot;:&amp;quot;rgb(0, 0, 0)&amp;quot;,&amp;quot;size&amp;quot;:&amp;quot;12.00&amp;quot;,&amp;quot;va&amp;quot;:&amp;quot;baseline&amp;quot;,&amp;quot;fw_i&amp;quot;:400,&amp;quot;type&amp;quot;:&amp;quot;text&amp;quot;,&amp;quot;fs&amp;quot;:&amp;quot;normal&amp;quot;,&amp;quot;bgc&amp;quot;:&amp;quot;rgba(0, 0, 0, 0)&amp;quot;}&quot; style=&quot;line-height: 1.2; margin: 0px 0px 0pt;&quot;&gt;&lt;span class=&quot;EOP&quot;&gt;&amp;nbsp;&lt;/span&gt;&lt;/p&gt;&lt;p class=&quot;zw-paragraph&quot; data-line-height=&quot;1.2&quot; data-margin-bottom=&quot;0pt&quot; data-textformat=&quot;{&amp;quot;ff&amp;quot;:&amp;quot;Roboto&amp;quot;,&amp;quot;fv&amp;quot;:&amp;quot;normal&amp;quot;,&amp;quot;td&amp;quot;:&amp;quot;none&amp;quot;,&amp;quot;cs&amp;quot;:&amp;quot;0pt&amp;quot;,&amp;quot;fw&amp;quot;:&amp;quot;none&amp;quot;,&amp;quot;fgc&amp;quot;:&amp;quot;rgb(0, 0, 0)&amp;quot;,&amp;quot;size&amp;quot;:&amp;quot;12.00&amp;quot;,&amp;quot;va&amp;quot;:&amp;quot;baseline&amp;quot;,&amp;quot;fw_i&amp;quot;:400,&amp;quot;type&amp;quot;:&amp;quot;text&amp;quot;,&amp;quot;fs&amp;quot;:&amp;quot;normal&amp;quot;,&amp;quot;bgc&amp;quot;:&amp;quot;rgba(0, 0, 0, 0)&amp;quot;}&quot; data_styles=&quot;{&amp;quot;ff&amp;quot;:&amp;quot;Roboto&amp;quot;,&amp;quot;fv&amp;quot;:&amp;quot;normal&amp;quot;,&amp;quot;td&amp;quot;:&amp;quot;none&amp;quot;,&amp;quot;cs&amp;quot;:&amp;quot;0pt&amp;quot;,&amp;quot;fw&amp;quot;:&amp;quot;none&amp;quot;,&amp;quot;fgc&amp;quot;:&amp;quot;rgb(0, 0, 0)&amp;quot;,&amp;quot;size&amp;quot;:&amp;quot;12.00&amp;quot;,&amp;quot;va&amp;quot;:&amp;quot;baseline&amp;quot;,&amp;quot;fw_i&amp;quot;:400,&amp;quot;type&amp;quot;:&amp;quot;text&amp;quot;,&amp;quot;fs&amp;quot;:&amp;quot;normal&amp;quot;,&amp;quot;bgc&amp;quot;:&amp;quot;rgba(0, 0, 0, 0)&amp;quot;}&quot; style=&quot;line-height: 1.2; margin: 0px 0px 0pt;&quot;&gt;&lt;span style=&quot;font-family: Roboto; font-size: 12pt; font-variant-east-asian: normal; font-variant-numeric: normal; letter-spacing: 0pt; vertical-align: baseline;&quot;&gt;The question of how to compare values interpersonally—to weigh up the values of one man against the values of another—is a tough one. It isn&#39;t entirely unanswerable though&lt;/span&gt;&lt;span style=&quot;font-family: Roboto; font-size: 12pt; font-variant-east-asian: normal; font-variant-numeric: normal; letter-spacing: 0pt; vertical-align: baseline;&quot;&gt;. We seem to manage interpersonal value judgements all the time. If I have a spare concert ticket to give to one of my friends, I will probably give it to the one who likes the band more. That is an interpersonal value comparison and it seems to make intuitive sense.&lt;/span&gt;&lt;/p&gt;&lt;p class=&quot;zw-paragraph&quot; data-line-height=&quot;1.2&quot; data-margin-bottom=&quot;0pt&quot; data-textformat=&quot;{&amp;quot;ff&amp;quot;:&amp;quot;Roboto&amp;quot;,&amp;quot;fv&amp;quot;:&amp;quot;normal&amp;quot;,&amp;quot;td&amp;quot;:&amp;quot;none&amp;quot;,&amp;quot;cs&amp;quot;:&amp;quot;0pt&amp;quot;,&amp;quot;fw&amp;quot;:&amp;quot;none&amp;quot;,&amp;quot;fgc&amp;quot;:&amp;quot;rgb(0, 0, 0)&amp;quot;,&amp;quot;size&amp;quot;:&amp;quot;12.00&amp;quot;,&amp;quot;va&amp;quot;:&amp;quot;baseline&amp;quot;,&amp;quot;fw_i&amp;quot;:400,&amp;quot;type&amp;quot;:&amp;quot;text&amp;quot;,&amp;quot;fs&amp;quot;:&amp;quot;normal&amp;quot;,&amp;quot;bgc&amp;quot;:&amp;quot;rgba(0, 0, 0, 0)&amp;quot;}&quot; data_styles=&quot;{&amp;quot;ff&amp;quot;:&amp;quot;Roboto&amp;quot;,&amp;quot;fv&amp;quot;:&amp;quot;normal&amp;quot;,&amp;quot;td&amp;quot;:&amp;quot;none&amp;quot;,&amp;quot;cs&amp;quot;:&amp;quot;0pt&amp;quot;,&amp;quot;fw&amp;quot;:&amp;quot;none&amp;quot;,&amp;quot;fgc&amp;quot;:&amp;quot;rgb(0, 0, 0)&amp;quot;,&amp;quot;size&amp;quot;:&amp;quot;12.00&amp;quot;,&amp;quot;va&amp;quot;:&amp;quot;baseline&amp;quot;,&amp;quot;fw_i&amp;quot;:400,&amp;quot;type&amp;quot;:&amp;quot;text&amp;quot;,&amp;quot;fs&amp;quot;:&amp;quot;normal&amp;quot;,&amp;quot;bgc&amp;quot;:&amp;quot;rgba(0, 0, 0, 0)&amp;quot;}&quot; style=&quot;line-height: 1.2; margin: 0px 0px 0pt;&quot;&gt;&lt;span class=&quot;EOP&quot;&gt;&amp;nbsp;&lt;/span&gt;&lt;/p&gt;&lt;p class=&quot;zw-paragraph&quot; data-line-height=&quot;1.2&quot; data-margin-bottom=&quot;0pt&quot; data-textformat=&quot;{&amp;quot;ff&amp;quot;:&amp;quot;Roboto&amp;quot;,&amp;quot;fv&amp;quot;:&amp;quot;normal&amp;quot;,&amp;quot;td&amp;quot;:&amp;quot;none&amp;quot;,&amp;quot;cs&amp;quot;:&amp;quot;0pt&amp;quot;,&amp;quot;fw&amp;quot;:&amp;quot;none&amp;quot;,&amp;quot;fgc&amp;quot;:&amp;quot;rgb(0, 0, 0)&amp;quot;,&amp;quot;size&amp;quot;:&amp;quot;12.00&amp;quot;,&amp;quot;va&amp;quot;:&amp;quot;baseline&amp;quot;,&amp;quot;fw_i&amp;quot;:400,&amp;quot;type&amp;quot;:&amp;quot;text&amp;quot;,&amp;quot;fs&amp;quot;:&amp;quot;normal&amp;quot;,&amp;quot;bgc&amp;quot;:&amp;quot;rgba(0, 0, 0, 0)&amp;quot;}&quot; data_styles=&quot;{&amp;quot;ff&amp;quot;:&amp;quot;Roboto&amp;quot;,&amp;quot;fv&amp;quot;:&amp;quot;normal&amp;quot;,&amp;quot;td&amp;quot;:&amp;quot;none&amp;quot;,&amp;quot;cs&amp;quot;:&amp;quot;0pt&amp;quot;,&amp;quot;fw&amp;quot;:&amp;quot;none&amp;quot;,&amp;quot;fgc&amp;quot;:&amp;quot;rgb(0, 0, 0)&amp;quot;,&amp;quot;size&amp;quot;:&amp;quot;12.00&amp;quot;,&amp;quot;va&amp;quot;:&amp;quot;baseline&amp;quot;,&amp;quot;fw_i&amp;quot;:400,&amp;quot;type&amp;quot;:&amp;quot;text&amp;quot;,&amp;quot;fs&amp;quot;:&amp;quot;normal&amp;quot;,&amp;quot;bgc&amp;quot;:&amp;quot;rgba(0, 0, 0, 0)&amp;quot;}&quot; style=&quot;line-height: 1.2; margin: 0px 0px 0pt;&quot;&gt;&lt;span style=&quot;font-family: Roboto; font-size: 12pt; font-variant-east-asian: normal; font-variant-numeric: normal; letter-spacing: 0pt; vertical-align: baseline;&quot;&gt;There are more questions I could ask, but let&#39;s pause and take stock of what we&#39;ve got so far. You might have noticed that all of these questions come from the same source: the fact that one of the things I value is the fulfillment of values. If I imagine a world in which more people have their values fulfilled vs one in which fewer people do, then all else equal, I prefer the former.&lt;/span&gt;&lt;/p&gt;&lt;p class=&quot;zw-paragraph&quot; data-line-height=&quot;1.2&quot; data-margin-bottom=&quot;0pt&quot; data-textformat=&quot;{&amp;quot;ff&amp;quot;:&amp;quot;Roboto&amp;quot;,&amp;quot;fv&amp;quot;:&amp;quot;normal&amp;quot;,&amp;quot;td&amp;quot;:&amp;quot;none&amp;quot;,&amp;quot;cs&amp;quot;:&amp;quot;0pt&amp;quot;,&amp;quot;fw&amp;quot;:&amp;quot;none&amp;quot;,&amp;quot;fgc&amp;quot;:&amp;quot;rgb(0, 0, 0)&amp;quot;,&amp;quot;size&amp;quot;:&amp;quot;12.00&amp;quot;,&amp;quot;va&amp;quot;:&amp;quot;baseline&amp;quot;,&amp;quot;fw_i&amp;quot;:400,&amp;quot;type&amp;quot;:&amp;quot;text&amp;quot;,&amp;quot;fs&amp;quot;:&amp;quot;normal&amp;quot;,&amp;quot;bgc&amp;quot;:&amp;quot;rgba(0, 0, 0, 0)&amp;quot;}&quot; data_styles=&quot;{&amp;quot;ff&amp;quot;:&amp;quot;Roboto&amp;quot;,&amp;quot;fv&amp;quot;:&amp;quot;normal&amp;quot;,&amp;quot;td&amp;quot;:&amp;quot;none&amp;quot;,&amp;quot;cs&amp;quot;:&amp;quot;0pt&amp;quot;,&amp;quot;fw&amp;quot;:&amp;quot;none&amp;quot;,&amp;quot;fgc&amp;quot;:&amp;quot;rgb(0, 0, 0)&amp;quot;,&amp;quot;size&amp;quot;:&amp;quot;12.00&amp;quot;,&amp;quot;va&amp;quot;:&amp;quot;baseline&amp;quot;,&amp;quot;fw_i&amp;quot;:400,&amp;quot;type&amp;quot;:&amp;quot;text&amp;quot;,&amp;quot;fs&amp;quot;:&amp;quot;normal&amp;quot;,&amp;quot;bgc&amp;quot;:&amp;quot;rgba(0, 0, 0, 0)&amp;quot;}&quot; style=&quot;line-height: 1.2; margin: 0px 0px 0pt;&quot;&gt;&lt;span class=&quot;EOP&quot;&gt;&amp;nbsp;&lt;/span&gt;&lt;/p&gt;&lt;p class=&quot;zw-paragraph&quot; data-line-height=&quot;1.2&quot; data-margin-bottom=&quot;0pt&quot; data-textformat=&quot;{&amp;quot;ff&amp;quot;:&amp;quot;Roboto&amp;quot;,&amp;quot;fv&amp;quot;:&amp;quot;normal&amp;quot;,&amp;quot;td&amp;quot;:&amp;quot;none&amp;quot;,&amp;quot;cs&amp;quot;:&amp;quot;0pt&amp;quot;,&amp;quot;fw&amp;quot;:&amp;quot;none&amp;quot;,&amp;quot;fgc&amp;quot;:&amp;quot;rgb(0, 0, 0)&amp;quot;,&amp;quot;size&amp;quot;:&amp;quot;12.00&amp;quot;,&amp;quot;va&amp;quot;:&amp;quot;baseline&amp;quot;,&amp;quot;fw_i&amp;quot;:400,&amp;quot;type&amp;quot;:&amp;quot;text&amp;quot;,&amp;quot;fs&amp;quot;:&amp;quot;normal&amp;quot;,&amp;quot;bgc&amp;quot;:&amp;quot;rgba(0, 0, 0, 0)&amp;quot;}&quot; data_styles=&quot;{&amp;quot;ff&amp;quot;:&amp;quot;Roboto&amp;quot;,&amp;quot;fv&amp;quot;:&amp;quot;normal&amp;quot;,&amp;quot;td&amp;quot;:&amp;quot;none&amp;quot;,&amp;quot;cs&amp;quot;:&amp;quot;0pt&amp;quot;,&amp;quot;fw&amp;quot;:&amp;quot;none&amp;quot;,&amp;quot;fgc&amp;quot;:&amp;quot;rgb(0, 0, 0)&amp;quot;,&amp;quot;size&amp;quot;:&amp;quot;12.00&amp;quot;,&amp;quot;va&amp;quot;:&amp;quot;baseline&amp;quot;,&amp;quot;fw_i&amp;quot;:400,&amp;quot;type&amp;quot;:&amp;quot;text&amp;quot;,&amp;quot;fs&amp;quot;:&amp;quot;normal&amp;quot;,&amp;quot;bgc&amp;quot;:&amp;quot;rgba(0, 0, 0, 0)&amp;quot;}&quot; style=&quot;line-height: 1.2; margin: 0px 0px 0pt;&quot;&gt;&lt;span style=&quot;font-family: Roboto; font-size: 12pt; font-variant-east-asian: normal; font-variant-numeric: normal; letter-spacing: 0pt; vertical-align: baseline;&quot;&gt;This is sounding dangerously like consequentialism, but of course, I have conceded nihilism, so it can&#39;t possibly be that. This is all just based on my own personal values, not on &lt;/span&gt;&lt;span style=&quot;font-family: Roboto; font-size: 12pt; font-style: italic; font-variant-east-asian: normal; font-variant-numeric: normal; letter-spacing: 0pt; vertical-align: baseline;&quot;&gt;morality... &lt;/span&gt;&lt;span style=&quot;font-family: Roboto; font-size: 12pt; font-variant-east-asian: normal; font-variant-numeric: normal; letter-spacing: 0pt; vertical-align: baseline;&quot;&gt;right?&lt;/span&gt;&lt;/p&gt;&lt;p class=&quot;zw-paragraph&quot; data-line-height=&quot;1.2&quot; data-margin-bottom=&quot;0pt&quot; data-textformat=&quot;{&amp;quot;ff&amp;quot;:&amp;quot;Roboto&amp;quot;,&amp;quot;fv&amp;quot;:&amp;quot;normal&amp;quot;,&amp;quot;td&amp;quot;:&amp;quot;none&amp;quot;,&amp;quot;cs&amp;quot;:&amp;quot;0pt&amp;quot;,&amp;quot;fw&amp;quot;:&amp;quot;none&amp;quot;,&amp;quot;fgc&amp;quot;:&amp;quot;rgb(0, 0, 0)&amp;quot;,&amp;quot;size&amp;quot;:&amp;quot;12.00&amp;quot;,&amp;quot;va&amp;quot;:&amp;quot;baseline&amp;quot;,&amp;quot;fw_i&amp;quot;:400,&amp;quot;type&amp;quot;:&amp;quot;text&amp;quot;,&amp;quot;fs&amp;quot;:&amp;quot;normal&amp;quot;,&amp;quot;bgc&amp;quot;:&amp;quot;rgba(0, 0, 0, 0)&amp;quot;}&quot; data_styles=&quot;{&amp;quot;ff&amp;quot;:&amp;quot;Roboto&amp;quot;,&amp;quot;fv&amp;quot;:&amp;quot;normal&amp;quot;,&amp;quot;td&amp;quot;:&amp;quot;none&amp;quot;,&amp;quot;cs&amp;quot;:&amp;quot;0pt&amp;quot;,&amp;quot;fw&amp;quot;:&amp;quot;none&amp;quot;,&amp;quot;fgc&amp;quot;:&amp;quot;rgb(0, 0, 0)&amp;quot;,&amp;quot;size&amp;quot;:&amp;quot;12.00&amp;quot;,&amp;quot;va&amp;quot;:&amp;quot;baseline&amp;quot;,&amp;quot;fw_i&amp;quot;:400,&amp;quot;type&amp;quot;:&amp;quot;text&amp;quot;,&amp;quot;fs&amp;quot;:&amp;quot;normal&amp;quot;,&amp;quot;bgc&amp;quot;:&amp;quot;rgba(0, 0, 0, 0)&amp;quot;}&quot; style=&quot;line-height: 1.2; margin: 0px 0px 0pt;&quot;&gt;&lt;span class=&quot;EOP&quot;&gt;&amp;nbsp;&lt;/span&gt;&lt;/p&gt;&lt;p class=&quot;zw-paragraph&quot; data-line-height=&quot;1.2&quot; data-margin-bottom=&quot;0pt&quot; data-textformat=&quot;{&amp;quot;ff&amp;quot;:&amp;quot;Roboto&amp;quot;,&amp;quot;fv&amp;quot;:&amp;quot;normal&amp;quot;,&amp;quot;td&amp;quot;:&amp;quot;none&amp;quot;,&amp;quot;cs&amp;quot;:&amp;quot;0pt&amp;quot;,&amp;quot;fw&amp;quot;:&amp;quot;none&amp;quot;,&amp;quot;fgc&amp;quot;:&amp;quot;rgb(0, 0, 0)&amp;quot;,&amp;quot;size&amp;quot;:&amp;quot;12.00&amp;quot;,&amp;quot;va&amp;quot;:&amp;quot;baseline&amp;quot;,&amp;quot;fw_i&amp;quot;:400,&amp;quot;type&amp;quot;:&amp;quot;text&amp;quot;,&amp;quot;fs&amp;quot;:&amp;quot;normal&amp;quot;,&amp;quot;bgc&amp;quot;:&amp;quot;rgba(0, 0, 0, 0)&amp;quot;}&quot; data_styles=&quot;{&amp;quot;ff&amp;quot;:&amp;quot;Roboto&amp;quot;,&amp;quot;fv&amp;quot;:&amp;quot;normal&amp;quot;,&amp;quot;td&amp;quot;:&amp;quot;none&amp;quot;,&amp;quot;cs&amp;quot;:&amp;quot;0pt&amp;quot;,&amp;quot;fw&amp;quot;:&amp;quot;none&amp;quot;,&amp;quot;fgc&amp;quot;:&amp;quot;rgb(0, 0, 0)&amp;quot;,&amp;quot;size&amp;quot;:&amp;quot;12.00&amp;quot;,&amp;quot;va&amp;quot;:&amp;quot;baseline&amp;quot;,&amp;quot;fw_i&amp;quot;:400,&amp;quot;type&amp;quot;:&amp;quot;text&amp;quot;,&amp;quot;fs&amp;quot;:&amp;quot;normal&amp;quot;,&amp;quot;bgc&amp;quot;:&amp;quot;rgba(0, 0, 0, 0)&amp;quot;}&quot; style=&quot;line-height: 1.2; margin: 0px 0px 0pt;&quot;&gt;&lt;span style=&quot;font-family: Roboto; font-size: 12pt; font-variant-east-asian: normal; font-variant-numeric: normal; letter-spacing: 0pt; vertical-align: baseline;&quot;&gt;Besides, when I think about what might happen if everyone acted on that simple value fulfillment maximizing basis, it doesn&#39;t sound too good. Imagine that every time you went to the doctor there was the danger that he&#39;d kill you and cut out your organs. I don&#39;t think too many people would go to the doctor, and paradoxically, that would result in fewer values being fulfilled. Now, I&#39;m not &quot;everyone&quot; so me acting on a simple value-maximization basis like that isn&#39;t necessarily going to result in that awful world I&#39;m worried about... but I would be &lt;/span&gt;&lt;span style=&quot;font-family: Roboto; font-size: 12pt; font-style: italic; font-variant-east-asian: normal; font-variant-numeric: normal; letter-spacing: 0pt; vertical-align: baseline;&quot;&gt;contributing&lt;/span&gt;&lt;span style=&quot;font-family: Roboto; font-size: 12pt; font-variant-east-asian: normal; font-variant-numeric: normal; letter-spacing: 0pt; vertical-align: baseline;&quot;&gt; to such a world, and I&#39;m not sure I even want to do that. I suppose what I really want to do is to act in a way such that I&#39;m contributing to a world in which values are maximally fulfilled.&lt;/span&gt;&lt;/p&gt;&lt;p class=&quot;zw-paragraph&quot; data-line-height=&quot;1.2&quot; data-margin-bottom=&quot;0pt&quot; data-textformat=&quot;{&amp;quot;ff&amp;quot;:&amp;quot;Roboto&amp;quot;,&amp;quot;fv&amp;quot;:&amp;quot;normal&amp;quot;,&amp;quot;td&amp;quot;:&amp;quot;none&amp;quot;,&amp;quot;cs&amp;quot;:&amp;quot;0pt&amp;quot;,&amp;quot;fw&amp;quot;:&amp;quot;none&amp;quot;,&amp;quot;fgc&amp;quot;:&amp;quot;rgb(0, 0, 0)&amp;quot;,&amp;quot;size&amp;quot;:&amp;quot;12.00&amp;quot;,&amp;quot;va&amp;quot;:&amp;quot;baseline&amp;quot;,&amp;quot;fw_i&amp;quot;:400,&amp;quot;type&amp;quot;:&amp;quot;text&amp;quot;,&amp;quot;fs&amp;quot;:&amp;quot;none&amp;quot;,&amp;quot;bgc&amp;quot;:&amp;quot;rgba(0, 0, 0, 0)&amp;quot;}&quot; data_styles=&quot;{&amp;quot;ff&amp;quot;:&amp;quot;Roboto&amp;quot;,&amp;quot;fv&amp;quot;:&amp;quot;normal&amp;quot;,&amp;quot;td&amp;quot;:&amp;quot;none&amp;quot;,&amp;quot;cs&amp;quot;:&amp;quot;0pt&amp;quot;,&amp;quot;fw&amp;quot;:&amp;quot;none&amp;quot;,&amp;quot;fgc&amp;quot;:&amp;quot;rgb(0, 0, 0)&amp;quot;,&amp;quot;size&amp;quot;:&amp;quot;12.00&amp;quot;,&amp;quot;va&amp;quot;:&amp;quot;baseline&amp;quot;,&amp;quot;fw_i&amp;quot;:400,&amp;quot;type&amp;quot;:&amp;quot;text&amp;quot;,&amp;quot;fs&amp;quot;:&amp;quot;none&amp;quot;,&amp;quot;bgc&amp;quot;:&amp;quot;rgba(0, 0, 0, 0)&amp;quot;}&quot; style=&quot;line-height: 1.2; margin: 0px 0px 0pt;&quot;&gt;&lt;span class=&quot;EOP&quot;&gt;&amp;nbsp;&lt;/span&gt;&lt;/p&gt;&lt;p class=&quot;zw-paragraph&quot; data-line-height=&quot;1.2&quot; data-margin-bottom=&quot;0pt&quot; data-textformat=&quot;{&amp;quot;ff&amp;quot;:&amp;quot;Roboto&amp;quot;,&amp;quot;fv&amp;quot;:&amp;quot;normal&amp;quot;,&amp;quot;td&amp;quot;:&amp;quot;none&amp;quot;,&amp;quot;cs&amp;quot;:&amp;quot;0pt&amp;quot;,&amp;quot;fw&amp;quot;:&amp;quot;none&amp;quot;,&amp;quot;fgc&amp;quot;:&amp;quot;rgb(0, 0, 0)&amp;quot;,&amp;quot;size&amp;quot;:&amp;quot;12.00&amp;quot;,&amp;quot;va&amp;quot;:&amp;quot;baseline&amp;quot;,&amp;quot;fw_i&amp;quot;:400,&amp;quot;type&amp;quot;:&amp;quot;text&amp;quot;,&amp;quot;fs&amp;quot;:&amp;quot;none&amp;quot;,&amp;quot;bgc&amp;quot;:&amp;quot;rgba(0, 0, 0, 0)&amp;quot;}&quot; data_styles=&quot;{&amp;quot;ff&amp;quot;:&amp;quot;Roboto&amp;quot;,&amp;quot;fv&amp;quot;:&amp;quot;normal&amp;quot;,&amp;quot;td&amp;quot;:&amp;quot;none&amp;quot;,&amp;quot;cs&amp;quot;:&amp;quot;0pt&amp;quot;,&amp;quot;fw&amp;quot;:&amp;quot;none&amp;quot;,&amp;quot;fgc&amp;quot;:&amp;quot;rgb(0, 0, 0)&amp;quot;,&amp;quot;size&amp;quot;:&amp;quot;12.00&amp;quot;,&amp;quot;va&amp;quot;:&amp;quot;baseline&amp;quot;,&amp;quot;fw_i&amp;quot;:400,&amp;quot;type&amp;quot;:&amp;quot;text&amp;quot;,&amp;quot;fs&amp;quot;:&amp;quot;none&amp;quot;,&amp;quot;bgc&amp;quot;:&amp;quot;rgba(0, 0, 0, 0)&amp;quot;}&quot; style=&quot;line-height: 1.2; margin: 0px 0px 0pt;&quot;&gt;&lt;span style=&quot;font-family: Roboto; font-size: 12pt; font-variant-east-asian: normal; font-variant-numeric: normal; letter-spacing: 0pt; vertical-align: baseline;&quot;&gt;This is sounding dangerously like deontology, but of course, I have conceded nihilism so it&#39;s can&#39;t possibly be that. &lt;/span&gt;&lt;span style=&quot;font-family: Roboto; font-size: 12pt; font-variant-east-asian: normal; font-variant-numeric: normal; letter-spacing: 0pt; vertical-align: baseline;&quot;&gt;This is all just based on my own personal values, not on &lt;/span&gt;&lt;span style=&quot;font-family: Roboto; font-size: 12pt; font-style: italic; font-variant-east-asian: normal; font-variant-numeric: normal; letter-spacing: 0pt; vertical-align: baseline;&quot;&gt;morality...&lt;/span&gt;&lt;/p&gt;&lt;p class=&quot;zw-paragraph&quot; data-line-height=&quot;1.2&quot; data-margin-bottom=&quot;0pt&quot; data-textformat=&quot;{&amp;quot;ff&amp;quot;:&amp;quot;Roboto&amp;quot;,&amp;quot;fv&amp;quot;:&amp;quot;normal&amp;quot;,&amp;quot;td&amp;quot;:&amp;quot;none&amp;quot;,&amp;quot;cs&amp;quot;:&amp;quot;0pt&amp;quot;,&amp;quot;fw&amp;quot;:&amp;quot;none&amp;quot;,&amp;quot;fgc&amp;quot;:&amp;quot;rgb(0, 0, 0)&amp;quot;,&amp;quot;size&amp;quot;:&amp;quot;12.00&amp;quot;,&amp;quot;va&amp;quot;:&amp;quot;baseline&amp;quot;,&amp;quot;fw_i&amp;quot;:400,&amp;quot;type&amp;quot;:&amp;quot;text&amp;quot;,&amp;quot;fs&amp;quot;:&amp;quot;italic&amp;quot;,&amp;quot;bgc&amp;quot;:&amp;quot;rgba(0, 0, 0, 0)&amp;quot;}&quot; data_styles=&quot;{&amp;quot;ff&amp;quot;:&amp;quot;Roboto&amp;quot;,&amp;quot;fv&amp;quot;:&amp;quot;normal&amp;quot;,&amp;quot;td&amp;quot;:&amp;quot;none&amp;quot;,&amp;quot;cs&amp;quot;:&amp;quot;0pt&amp;quot;,&amp;quot;fw&amp;quot;:&amp;quot;none&amp;quot;,&amp;quot;fgc&amp;quot;:&amp;quot;rgb(0, 0, 0)&amp;quot;,&amp;quot;size&amp;quot;:&amp;quot;12.00&amp;quot;,&amp;quot;va&amp;quot;:&amp;quot;baseline&amp;quot;,&amp;quot;fw_i&amp;quot;:400,&amp;quot;type&amp;quot;:&amp;quot;text&amp;quot;,&amp;quot;fs&amp;quot;:&amp;quot;italic&amp;quot;,&amp;quot;bgc&amp;quot;:&amp;quot;rgba(0, 0, 0, 0)&amp;quot;}&quot; style=&quot;line-height: 1.2; margin: 0px 0px 0pt;&quot;&gt;&lt;span class=&quot;EOP&quot;&gt;&amp;nbsp;&lt;/span&gt;&lt;/p&gt;&lt;p class=&quot;zw-paragraph&quot; data-line-height=&quot;1.2&quot; data-margin-bottom=&quot;0pt&quot; data-textformat=&quot;{&amp;quot;ff&amp;quot;:&amp;quot;Roboto&amp;quot;,&amp;quot;fv&amp;quot;:&amp;quot;normal&amp;quot;,&amp;quot;td&amp;quot;:&amp;quot;none&amp;quot;,&amp;quot;cs&amp;quot;:&amp;quot;0pt&amp;quot;,&amp;quot;fw&amp;quot;:&amp;quot;none&amp;quot;,&amp;quot;fgc&amp;quot;:&amp;quot;rgb(0, 0, 0)&amp;quot;,&amp;quot;size&amp;quot;:&amp;quot;12.00&amp;quot;,&amp;quot;va&amp;quot;:&amp;quot;baseline&amp;quot;,&amp;quot;fw_i&amp;quot;:400,&amp;quot;type&amp;quot;:&amp;quot;text&amp;quot;,&amp;quot;fs&amp;quot;:&amp;quot;none&amp;quot;,&amp;quot;bgc&amp;quot;:&amp;quot;rgba(0, 0, 0, 0)&amp;quot;}&quot; data_styles=&quot;{&amp;quot;ff&amp;quot;:&amp;quot;Roboto&amp;quot;,&amp;quot;fv&amp;quot;:&amp;quot;normal&amp;quot;,&amp;quot;td&amp;quot;:&amp;quot;none&amp;quot;,&amp;quot;cs&amp;quot;:&amp;quot;0pt&amp;quot;,&amp;quot;fw&amp;quot;:&amp;quot;none&amp;quot;,&amp;quot;fgc&amp;quot;:&amp;quot;rgb(0, 0, 0)&amp;quot;,&amp;quot;size&amp;quot;:&amp;quot;12.00&amp;quot;,&amp;quot;va&amp;quot;:&amp;quot;baseline&amp;quot;,&amp;quot;fw_i&amp;quot;:400,&amp;quot;type&amp;quot;:&amp;quot;text&amp;quot;,&amp;quot;fs&amp;quot;:&amp;quot;none&amp;quot;,&amp;quot;bgc&amp;quot;:&amp;quot;rgba(0, 0, 0, 0)&amp;quot;}&quot; style=&quot;line-height: 1.2; margin: 0px 0px 0pt;&quot;&gt;&lt;span style=&quot;font-family: Roboto; font-size: 12pt; font-variant-east-asian: normal; font-variant-numeric: normal; letter-spacing: 0pt; vertical-align: baseline;&quot;&gt;But hold a second, what exactly &lt;/span&gt;&lt;span style=&quot;font-family: Roboto; font-size: 12pt; font-style: italic; font-variant-east-asian: normal; font-variant-numeric: normal; letter-spacing: 0pt; vertical-align: baseline;&quot;&gt;is &lt;/span&gt;&lt;span style=&quot;font-family: Roboto; font-size: 12pt; font-variant-east-asian: normal; font-variant-numeric: normal; letter-spacing: 0pt; vertical-align: baseline;&quot;&gt;morality? Because the reasoning I&#39;m doing here sounds a &lt;/span&gt;&lt;span style=&quot;font-family: Roboto; font-size: 12pt; font-variant-east-asian: normal; font-variant-numeric: normal; letter-spacing: 0pt; vertical-align: baseline;&quot;&gt;heck&lt;/span&gt;&lt;span style=&quot;font-family: Roboto; font-size: 12pt; font-style: italic; font-variant-east-asian: normal; font-variant-numeric: normal; letter-spacing: 0pt; vertical-align: baseline;&quot;&gt;&amp;nbsp;&lt;/span&gt;&lt;span style=&quot;font-family: Roboto; font-size: 12pt; font-variant-east-asian: normal; font-variant-numeric: normal; letter-spacing: 0pt; vertical-align: baseline;&quot;&gt;of a lot like it. The reasoning is not broadly about how to fulfil my values, but specifically about how to fulfil those values that pertain to the fulfillment of values.&lt;/span&gt;&lt;span style=&quot;font-family: Roboto; font-size: 12pt; font-variant-east-asian: normal; font-variant-numeric: normal; letter-spacing: 0pt; vertical-align: baseline;&quot;&gt; One might call that the analysis of the fulfillment &lt;/span&gt;&lt;span style=&quot;font-family: Roboto; font-size: 12pt; font-style: italic; font-variant-east-asian: normal; font-variant-numeric: normal; letter-spacing: 0pt; vertical-align: baseline;&quot;&gt;meta-values&lt;/span&gt;&lt;span style=&quot;font-family: Roboto; font-size: 12pt; font-variant-east-asian: normal; font-variant-numeric: normal; letter-spacing: 0pt; vertical-align: baseline;&quot;&gt;. It does start from my subjective preferences, but it&#39;s an objective fact that some actions I take will fulfill these meta-values more effectively than others.&lt;/span&gt;&lt;/p&gt;&lt;p class=&quot;zw-paragraph&quot; data-line-height=&quot;1.2&quot; data-margin-bottom=&quot;0pt&quot; data-textformat=&quot;{&amp;quot;ff&amp;quot;:&amp;quot;Roboto&amp;quot;,&amp;quot;fv&amp;quot;:&amp;quot;normal&amp;quot;,&amp;quot;td&amp;quot;:&amp;quot;none&amp;quot;,&amp;quot;cs&amp;quot;:&amp;quot;0pt&amp;quot;,&amp;quot;fw&amp;quot;:&amp;quot;none&amp;quot;,&amp;quot;fgc&amp;quot;:&amp;quot;rgb(0, 0, 0)&amp;quot;,&amp;quot;size&amp;quot;:&amp;quot;12.00&amp;quot;,&amp;quot;va&amp;quot;:&amp;quot;baseline&amp;quot;,&amp;quot;fw_i&amp;quot;:400,&amp;quot;type&amp;quot;:&amp;quot;text&amp;quot;,&amp;quot;fs&amp;quot;:&amp;quot;none&amp;quot;,&amp;quot;bgc&amp;quot;:&amp;quot;rgba(0, 0, 0, 0)&amp;quot;}&quot; data_styles=&quot;{&amp;quot;ff&amp;quot;:&amp;quot;Roboto&amp;quot;,&amp;quot;fv&amp;quot;:&amp;quot;normal&amp;quot;,&amp;quot;td&amp;quot;:&amp;quot;none&amp;quot;,&amp;quot;cs&amp;quot;:&amp;quot;0pt&amp;quot;,&amp;quot;fw&amp;quot;:&amp;quot;none&amp;quot;,&amp;quot;fgc&amp;quot;:&amp;quot;rgb(0, 0, 0)&amp;quot;,&amp;quot;size&amp;quot;:&amp;quot;12.00&amp;quot;,&amp;quot;va&amp;quot;:&amp;quot;baseline&amp;quot;,&amp;quot;fw_i&amp;quot;:400,&amp;quot;type&amp;quot;:&amp;quot;text&amp;quot;,&amp;quot;fs&amp;quot;:&amp;quot;none&amp;quot;,&amp;quot;bgc&amp;quot;:&amp;quot;rgba(0, 0, 0, 0)&amp;quot;}&quot; style=&quot;line-height: 1.2; margin: 0px 0px 0pt;&quot;&gt;&lt;span class=&quot;EOP&quot;&gt;&amp;nbsp;&lt;/span&gt;&lt;/p&gt;&lt;p class=&quot;zw-paragraph&quot; data-line-height=&quot;1.2&quot; data-margin-bottom=&quot;0pt&quot; data-textformat=&quot;{&amp;quot;ff&amp;quot;:&amp;quot;Roboto&amp;quot;,&amp;quot;fv&amp;quot;:&amp;quot;normal&amp;quot;,&amp;quot;td&amp;quot;:&amp;quot;none&amp;quot;,&amp;quot;cs&amp;quot;:&amp;quot;0pt&amp;quot;,&amp;quot;fw&amp;quot;:&amp;quot;none&amp;quot;,&amp;quot;fgc&amp;quot;:&amp;quot;rgb(0, 0, 0)&amp;quot;,&amp;quot;size&amp;quot;:&amp;quot;12.00&amp;quot;,&amp;quot;va&amp;quot;:&amp;quot;baseline&amp;quot;,&amp;quot;fw_i&amp;quot;:400,&amp;quot;type&amp;quot;:&amp;quot;text&amp;quot;,&amp;quot;fs&amp;quot;:&amp;quot;none&amp;quot;,&amp;quot;bgc&amp;quot;:&amp;quot;rgba(0, 0, 0, 0)&amp;quot;}&quot; data_styles=&quot;{&amp;quot;ff&amp;quot;:&amp;quot;Roboto&amp;quot;,&amp;quot;fv&amp;quot;:&amp;quot;normal&amp;quot;,&amp;quot;td&amp;quot;:&amp;quot;none&amp;quot;,&amp;quot;cs&amp;quot;:&amp;quot;0pt&amp;quot;,&amp;quot;fw&amp;quot;:&amp;quot;none&amp;quot;,&amp;quot;fgc&amp;quot;:&amp;quot;rgb(0, 0, 0)&amp;quot;,&amp;quot;size&amp;quot;:&amp;quot;12.00&amp;quot;,&amp;quot;va&amp;quot;:&amp;quot;baseline&amp;quot;,&amp;quot;fw_i&amp;quot;:400,&amp;quot;type&amp;quot;:&amp;quot;text&amp;quot;,&amp;quot;fs&amp;quot;:&amp;quot;none&amp;quot;,&amp;quot;bgc&amp;quot;:&amp;quot;rgba(0, 0, 0, 0)&amp;quot;}&quot; style=&quot;line-height: 1.2; margin: 0px 0px 0pt;&quot;&gt;&lt;span style=&quot;font-family: Roboto; font-size: 12pt; font-variant-east-asian: normal; font-variant-numeric: normal; letter-spacing: 0pt; vertical-align: baseline;&quot;&gt;What if we were to define morality as &quot;the analysis of the fulfillment of meta-values&quot;? We&#39;ve already seen that both deontology and consequentialism fit nicely with that definition, and most moral theories can be thought of as variants of one of those two.&lt;/span&gt;&lt;span style=&quot;font-family: Roboto; font-size: 12pt; font-variant-east-asian: normal; font-variant-numeric: normal; letter-spacing: 0pt; vertical-align: baseline;&quot;&gt; Perhaps the most prominent exceptions are theological theories of ethics, so what about those? &lt;/span&gt;&lt;span style=&quot;font-family: Roboto; font-size: 12pt; font-variant-east-asian: normal; font-variant-numeric: normal; letter-spacing: 0pt; vertical-align: baseline;&quot;&gt;Well, those determine good and bad based on what God wants. Or in other words, the fulfillment of God&#39;s values. My definition appears to handle that too.&lt;/span&gt;&lt;/p&gt;&lt;p class=&quot;zw-paragraph&quot; data-line-height=&quot;1.2&quot; data-margin-bottom=&quot;0pt&quot; data-textformat=&quot;{&amp;quot;ff&amp;quot;:&amp;quot;Roboto&amp;quot;,&amp;quot;fv&amp;quot;:&amp;quot;normal&amp;quot;,&amp;quot;td&amp;quot;:&amp;quot;none&amp;quot;,&amp;quot;cs&amp;quot;:&amp;quot;0pt&amp;quot;,&amp;quot;fw&amp;quot;:&amp;quot;none&amp;quot;,&amp;quot;fgc&amp;quot;:&amp;quot;rgb(0, 0, 0)&amp;quot;,&amp;quot;size&amp;quot;:&amp;quot;12.00&amp;quot;,&amp;quot;va&amp;quot;:&amp;quot;baseline&amp;quot;,&amp;quot;fw_i&amp;quot;:400,&amp;quot;type&amp;quot;:&amp;quot;text&amp;quot;,&amp;quot;fs&amp;quot;:&amp;quot;none&amp;quot;,&amp;quot;bgc&amp;quot;:&amp;quot;rgba(0, 0, 0, 0)&amp;quot;}&quot; data_styles=&quot;{&amp;quot;ff&amp;quot;:&amp;quot;Roboto&amp;quot;,&amp;quot;fv&amp;quot;:&amp;quot;normal&amp;quot;,&amp;quot;td&amp;quot;:&amp;quot;none&amp;quot;,&amp;quot;cs&amp;quot;:&amp;quot;0pt&amp;quot;,&amp;quot;fw&amp;quot;:&amp;quot;none&amp;quot;,&amp;quot;fgc&amp;quot;:&amp;quot;rgb(0, 0, 0)&amp;quot;,&amp;quot;size&amp;quot;:&amp;quot;12.00&amp;quot;,&amp;quot;va&amp;quot;:&amp;quot;baseline&amp;quot;,&amp;quot;fw_i&amp;quot;:400,&amp;quot;type&amp;quot;:&amp;quot;text&amp;quot;,&amp;quot;fs&amp;quot;:&amp;quot;none&amp;quot;,&amp;quot;bgc&amp;quot;:&amp;quot;rgba(0, 0, 0, 0)&amp;quot;}&quot; style=&quot;line-height: 1.2; margin: 0px 0px 0pt;&quot;&gt;&lt;span class=&quot;EOP&quot;&gt;&amp;nbsp;&lt;/span&gt;&lt;/p&gt;&lt;p class=&quot;zw-paragraph&quot; data-line-height=&quot;1.2&quot; data-margin-bottom=&quot;0pt&quot; data-textformat=&quot;{&amp;quot;ff&amp;quot;:&amp;quot;Roboto&amp;quot;,&amp;quot;fv&amp;quot;:&amp;quot;normal&amp;quot;,&amp;quot;td&amp;quot;:&amp;quot;none&amp;quot;,&amp;quot;cs&amp;quot;:&amp;quot;0pt&amp;quot;,&amp;quot;fw&amp;quot;:&amp;quot;none&amp;quot;,&amp;quot;fgc&amp;quot;:&amp;quot;rgb(0, 0, 0)&amp;quot;,&amp;quot;size&amp;quot;:&amp;quot;12.00&amp;quot;,&amp;quot;va&amp;quot;:&amp;quot;baseline&amp;quot;,&amp;quot;fw_i&amp;quot;:400,&amp;quot;type&amp;quot;:&amp;quot;text&amp;quot;,&amp;quot;fs&amp;quot;:&amp;quot;none&amp;quot;,&amp;quot;bgc&amp;quot;:&amp;quot;rgba(0, 0, 0, 0)&amp;quot;}&quot; data_styles=&quot;{&amp;quot;ff&amp;quot;:&amp;quot;Roboto&amp;quot;,&amp;quot;fv&amp;quot;:&amp;quot;normal&amp;quot;,&amp;quot;td&amp;quot;:&amp;quot;none&amp;quot;,&amp;quot;cs&amp;quot;:&amp;quot;0pt&amp;quot;,&amp;quot;fw&amp;quot;:&amp;quot;none&amp;quot;,&amp;quot;fgc&amp;quot;:&amp;quot;rgb(0, 0, 0)&amp;quot;,&amp;quot;size&amp;quot;:&amp;quot;12.00&amp;quot;,&amp;quot;va&amp;quot;:&amp;quot;baseline&amp;quot;,&amp;quot;fw_i&amp;quot;:400,&amp;quot;type&amp;quot;:&amp;quot;text&amp;quot;,&amp;quot;fs&amp;quot;:&amp;quot;none&amp;quot;,&amp;quot;bgc&amp;quot;:&amp;quot;rgba(0, 0, 0, 0)&amp;quot;}&quot; style=&quot;line-height: 1.2; margin: 0px 0px 0pt;&quot;&gt;&lt;span style=&quot;font-family: Roboto; font-size: 12pt; font-variant-east-asian: normal; font-variant-numeric: normal; letter-spacing: 0pt; vertical-align: baseline;&quot;&gt;An obvious criticism at this point is that I&#39;m just redefining morality in order to be able to say it&#39;s real and objective. But am I redefining morality?&lt;/span&gt;&lt;/p&gt;&lt;p class=&quot;zw-paragraph&quot; data-line-height=&quot;1.2&quot; data-margin-bottom=&quot;0pt&quot; data-textformat=&quot;{&amp;quot;ff&amp;quot;:&amp;quot;Roboto&amp;quot;,&amp;quot;fv&amp;quot;:&amp;quot;normal&amp;quot;,&amp;quot;td&amp;quot;:&amp;quot;none&amp;quot;,&amp;quot;cs&amp;quot;:&amp;quot;0pt&amp;quot;,&amp;quot;fw&amp;quot;:&amp;quot;none&amp;quot;,&amp;quot;fgc&amp;quot;:&amp;quot;rgb(0, 0, 0)&amp;quot;,&amp;quot;size&amp;quot;:&amp;quot;12.00&amp;quot;,&amp;quot;va&amp;quot;:&amp;quot;baseline&amp;quot;,&amp;quot;fw_i&amp;quot;:400,&amp;quot;type&amp;quot;:&amp;quot;text&amp;quot;,&amp;quot;fs&amp;quot;:&amp;quot;none&amp;quot;,&amp;quot;bgc&amp;quot;:&amp;quot;rgba(0, 0, 0, 0)&amp;quot;}&quot; data_styles=&quot;{&amp;quot;ff&amp;quot;:&amp;quot;Roboto&amp;quot;,&amp;quot;fv&amp;quot;:&amp;quot;normal&amp;quot;,&amp;quot;td&amp;quot;:&amp;quot;none&amp;quot;,&amp;quot;cs&amp;quot;:&amp;quot;0pt&amp;quot;,&amp;quot;fw&amp;quot;:&amp;quot;none&amp;quot;,&amp;quot;fgc&amp;quot;:&amp;quot;rgb(0, 0, 0)&amp;quot;,&amp;quot;size&amp;quot;:&amp;quot;12.00&amp;quot;,&amp;quot;va&amp;quot;:&amp;quot;baseline&amp;quot;,&amp;quot;fw_i&amp;quot;:400,&amp;quot;type&amp;quot;:&amp;quot;text&amp;quot;,&amp;quot;fs&amp;quot;:&amp;quot;none&amp;quot;,&amp;quot;bgc&amp;quot;:&amp;quot;rgba(0, 0, 0, 0)&amp;quot;}&quot; style=&quot;line-height: 1.2; margin: 0px 0px 0pt;&quot;&gt;&lt;span class=&quot;EOP&quot;&gt;&amp;nbsp;&lt;/span&gt;&lt;/p&gt;&lt;p class=&quot;zw-paragraph&quot; data-line-height=&quot;1.2&quot; data-margin-bottom=&quot;0pt&quot; data-textformat=&quot;{&amp;quot;ff&amp;quot;:&amp;quot;Roboto&amp;quot;,&amp;quot;fv&amp;quot;:&amp;quot;normal&amp;quot;,&amp;quot;td&amp;quot;:&amp;quot;none&amp;quot;,&amp;quot;cs&amp;quot;:&amp;quot;0pt&amp;quot;,&amp;quot;fw&amp;quot;:&amp;quot;none&amp;quot;,&amp;quot;fgc&amp;quot;:&amp;quot;rgb(0, 0, 0)&amp;quot;,&amp;quot;size&amp;quot;:&amp;quot;12.00&amp;quot;,&amp;quot;va&amp;quot;:&amp;quot;baseline&amp;quot;,&amp;quot;fw_i&amp;quot;:400,&amp;quot;type&amp;quot;:&amp;quot;text&amp;quot;,&amp;quot;fs&amp;quot;:&amp;quot;none&amp;quot;,&amp;quot;bgc&amp;quot;:&amp;quot;rgba(0, 0, 0, 0)&amp;quot;}&quot; data_styles=&quot;{&amp;quot;ff&amp;quot;:&amp;quot;Roboto&amp;quot;,&amp;quot;fv&amp;quot;:&amp;quot;normal&amp;quot;,&amp;quot;td&amp;quot;:&amp;quot;none&amp;quot;,&amp;quot;cs&amp;quot;:&amp;quot;0pt&amp;quot;,&amp;quot;fw&amp;quot;:&amp;quot;none&amp;quot;,&amp;quot;fgc&amp;quot;:&amp;quot;rgb(0, 0, 0)&amp;quot;,&amp;quot;size&amp;quot;:&amp;quot;12.00&amp;quot;,&amp;quot;va&amp;quot;:&amp;quot;baseline&amp;quot;,&amp;quot;fw_i&amp;quot;:400,&amp;quot;type&amp;quot;:&amp;quot;text&amp;quot;,&amp;quot;fs&amp;quot;:&amp;quot;none&amp;quot;,&amp;quot;bgc&amp;quot;:&amp;quot;rgba(0, 0, 0, 0)&amp;quot;}&quot; style=&quot;line-height: 1.2; margin: 0px 0px 0pt;&quot;&gt;&lt;span style=&quot;font-family: Roboto; font-size: 12pt; font-variant-east-asian: normal; font-variant-numeric: normal; letter-spacing: 0pt; vertical-align: baseline;&quot;&gt;I don&#39;t think so.&lt;/span&gt;&lt;/p&gt;&lt;p class=&quot;zw-paragraph&quot; data-line-height=&quot;1.2&quot; data-margin-bottom=&quot;0pt&quot; data-textformat=&quot;{&amp;quot;ff&amp;quot;:&amp;quot;Roboto&amp;quot;,&amp;quot;fv&amp;quot;:&amp;quot;normal&amp;quot;,&amp;quot;td&amp;quot;:&amp;quot;none&amp;quot;,&amp;quot;cs&amp;quot;:&amp;quot;0pt&amp;quot;,&amp;quot;fw&amp;quot;:&amp;quot;none&amp;quot;,&amp;quot;fgc&amp;quot;:&amp;quot;rgb(0, 0, 0)&amp;quot;,&amp;quot;size&amp;quot;:&amp;quot;12.00&amp;quot;,&amp;quot;va&amp;quot;:&amp;quot;baseline&amp;quot;,&amp;quot;fw_i&amp;quot;:400,&amp;quot;type&amp;quot;:&amp;quot;text&amp;quot;,&amp;quot;fs&amp;quot;:&amp;quot;none&amp;quot;,&amp;quot;bgc&amp;quot;:&amp;quot;rgba(0, 0, 0, 0)&amp;quot;}&quot; data_styles=&quot;{&amp;quot;ff&amp;quot;:&amp;quot;Roboto&amp;quot;,&amp;quot;fv&amp;quot;:&amp;quot;normal&amp;quot;,&amp;quot;td&amp;quot;:&amp;quot;none&amp;quot;,&amp;quot;cs&amp;quot;:&amp;quot;0pt&amp;quot;,&amp;quot;fw&amp;quot;:&amp;quot;none&amp;quot;,&amp;quot;fgc&amp;quot;:&amp;quot;rgb(0, 0, 0)&amp;quot;,&amp;quot;size&amp;quot;:&amp;quot;12.00&amp;quot;,&amp;quot;va&amp;quot;:&amp;quot;baseline&amp;quot;,&amp;quot;fw_i&amp;quot;:400,&amp;quot;type&amp;quot;:&amp;quot;text&amp;quot;,&amp;quot;fs&amp;quot;:&amp;quot;none&amp;quot;,&amp;quot;bgc&amp;quot;:&amp;quot;rgba(0, 0, 0, 0)&amp;quot;}&quot; style=&quot;line-height: 1.2; margin: 0px 0px 0pt;&quot;&gt;&lt;span class=&quot;EOP&quot;&gt;&amp;nbsp;&lt;/span&gt;&lt;/p&gt;&lt;p class=&quot;zw-paragraph&quot; data-line-height=&quot;1.2&quot; data-margin-bottom=&quot;0pt&quot; data-textformat=&quot;{&amp;quot;ff&amp;quot;:&amp;quot;Roboto&amp;quot;,&amp;quot;fv&amp;quot;:&amp;quot;normal&amp;quot;,&amp;quot;td&amp;quot;:&amp;quot;none&amp;quot;,&amp;quot;cs&amp;quot;:&amp;quot;0pt&amp;quot;,&amp;quot;fw&amp;quot;:&amp;quot;none&amp;quot;,&amp;quot;fgc&amp;quot;:&amp;quot;rgb(0, 0, 0)&amp;quot;,&amp;quot;size&amp;quot;:&amp;quot;12.00&amp;quot;,&amp;quot;va&amp;quot;:&amp;quot;baseline&amp;quot;,&amp;quot;fw_i&amp;quot;:400,&amp;quot;type&amp;quot;:&amp;quot;text&amp;quot;,&amp;quot;fs&amp;quot;:&amp;quot;none&amp;quot;,&amp;quot;bgc&amp;quot;:&amp;quot;rgba(0, 0, 0, 0)&amp;quot;}&quot; data_styles=&quot;{&amp;quot;ff&amp;quot;:&amp;quot;Roboto&amp;quot;,&amp;quot;fv&amp;quot;:&amp;quot;normal&amp;quot;,&amp;quot;td&amp;quot;:&amp;quot;none&amp;quot;,&amp;quot;cs&amp;quot;:&amp;quot;0pt&amp;quot;,&amp;quot;fw&amp;quot;:&amp;quot;none&amp;quot;,&amp;quot;fgc&amp;quot;:&amp;quot;rgb(0, 0, 0)&amp;quot;,&amp;quot;size&amp;quot;:&amp;quot;12.00&amp;quot;,&amp;quot;va&amp;quot;:&amp;quot;baseline&amp;quot;,&amp;quot;fw_i&amp;quot;:400,&amp;quot;type&amp;quot;:&amp;quot;text&amp;quot;,&amp;quot;fs&amp;quot;:&amp;quot;none&amp;quot;,&amp;quot;bgc&amp;quot;:&amp;quot;rgba(0, 0, 0, 0)&amp;quot;}&quot; style=&quot;line-height: 1.2; margin: 0px 0px 0pt;&quot;&gt;&lt;span style=&quot;font-family: Roboto; font-size: 12pt; font-variant-east-asian: normal; font-variant-numeric: normal; letter-spacing: 0pt; vertical-align: baseline;&quot;&gt;Merriam-Webster defines morality in a number of ways, but all of them pass the buck to another word. For example: &quot;C&lt;/span&gt;&lt;span style=&quot;font-family: Roboto; font-size: 12pt; font-variant-east-asian: normal; font-variant-numeric: normal; letter-spacing: 0pt; vertical-align: baseline;&quot;&gt;onformity to ideals of right human conduct.&quot;&lt;/span&gt;&lt;/p&gt;&lt;p class=&quot;zw-paragraph&quot; data-line-height=&quot;1.2&quot; data-margin-bottom=&quot;0pt&quot; data-textformat=&quot;{&amp;quot;ff&amp;quot;:&amp;quot;Roboto&amp;quot;,&amp;quot;fv&amp;quot;:&amp;quot;normal&amp;quot;,&amp;quot;td&amp;quot;:&amp;quot;none&amp;quot;,&amp;quot;cs&amp;quot;:&amp;quot;0pt&amp;quot;,&amp;quot;fw&amp;quot;:&amp;quot;none&amp;quot;,&amp;quot;fgc&amp;quot;:&amp;quot;rgb(0, 0, 0)&amp;quot;,&amp;quot;size&amp;quot;:&amp;quot;12.00&amp;quot;,&amp;quot;va&amp;quot;:&amp;quot;baseline&amp;quot;,&amp;quot;fw_i&amp;quot;:400,&amp;quot;type&amp;quot;:&amp;quot;text&amp;quot;,&amp;quot;fs&amp;quot;:&amp;quot;none&amp;quot;,&amp;quot;bgc&amp;quot;:&amp;quot;rgba(0, 0, 0, 0)&amp;quot;}&quot; data_styles=&quot;{&amp;quot;ff&amp;quot;:&amp;quot;Roboto&amp;quot;,&amp;quot;fv&amp;quot;:&amp;quot;normal&amp;quot;,&amp;quot;td&amp;quot;:&amp;quot;none&amp;quot;,&amp;quot;cs&amp;quot;:&amp;quot;0pt&amp;quot;,&amp;quot;fw&amp;quot;:&amp;quot;none&amp;quot;,&amp;quot;fgc&amp;quot;:&amp;quot;rgb(0, 0, 0)&amp;quot;,&amp;quot;size&amp;quot;:&amp;quot;12.00&amp;quot;,&amp;quot;va&amp;quot;:&amp;quot;baseline&amp;quot;,&amp;quot;fw_i&amp;quot;:400,&amp;quot;type&amp;quot;:&amp;quot;text&amp;quot;,&amp;quot;fs&amp;quot;:&amp;quot;none&amp;quot;,&amp;quot;bgc&amp;quot;:&amp;quot;rgba(0, 0, 0, 0)&amp;quot;}&quot; style=&quot;line-height: 1.2; margin: 0px 0px 0pt;&quot;&gt;&lt;span class=&quot;EOP&quot;&gt;&amp;nbsp;&lt;/span&gt;&lt;/p&gt;&lt;p class=&quot;zw-paragraph&quot; data-line-height=&quot;1.2&quot; data-margin-bottom=&quot;0pt&quot; data-textformat=&quot;{&amp;quot;ff&amp;quot;:&amp;quot;Roboto&amp;quot;,&amp;quot;fv&amp;quot;:&amp;quot;normal&amp;quot;,&amp;quot;td&amp;quot;:&amp;quot;none&amp;quot;,&amp;quot;cs&amp;quot;:&amp;quot;0pt&amp;quot;,&amp;quot;fw&amp;quot;:&amp;quot;none&amp;quot;,&amp;quot;fgc&amp;quot;:&amp;quot;rgb(0, 0, 0)&amp;quot;,&amp;quot;size&amp;quot;:&amp;quot;12.00&amp;quot;,&amp;quot;va&amp;quot;:&amp;quot;baseline&amp;quot;,&amp;quot;fw_i&amp;quot;:400,&amp;quot;type&amp;quot;:&amp;quot;text&amp;quot;,&amp;quot;fs&amp;quot;:&amp;quot;none&amp;quot;,&amp;quot;bgc&amp;quot;:&amp;quot;rgba(0, 0, 0, 0)&amp;quot;}&quot; data_styles=&quot;{&amp;quot;ff&amp;quot;:&amp;quot;Roboto&amp;quot;,&amp;quot;fv&amp;quot;:&amp;quot;normal&amp;quot;,&amp;quot;td&amp;quot;:&amp;quot;none&amp;quot;,&amp;quot;cs&amp;quot;:&amp;quot;0pt&amp;quot;,&amp;quot;fw&amp;quot;:&amp;quot;none&amp;quot;,&amp;quot;fgc&amp;quot;:&amp;quot;rgb(0, 0, 0)&amp;quot;,&amp;quot;size&amp;quot;:&amp;quot;12.00&amp;quot;,&amp;quot;va&amp;quot;:&amp;quot;baseline&amp;quot;,&amp;quot;fw_i&amp;quot;:400,&amp;quot;type&amp;quot;:&amp;quot;text&amp;quot;,&amp;quot;fs&amp;quot;:&amp;quot;none&amp;quot;,&amp;quot;bgc&amp;quot;:&amp;quot;rgba(0, 0, 0, 0)&amp;quot;}&quot; style=&quot;line-height: 1.2; margin: 0px 0px 0pt;&quot;&gt;&lt;span style=&quot;font-family: Roboto; font-size: 12pt; font-variant-east-asian: normal; font-variant-numeric: normal; letter-spacing: 0pt; vertical-align: baseline;&quot;&gt;This just passes the buck to &quot;right&quot;. What does &quot;right&quot; mean in this context? Well, &quot;right and wrong&quot; need to be defined in terms of a goal. There is an objectively right and wrong way to build a table... assuming that the goal is to have a table which succeeds in standing up. But in a moral argument, &quot;building a table which stands up&quot; is probably not the assumed goal by which we are judging right and wrong. If I said &quot;your action is immoral because it does not result in a table which stands up&quot;, &lt;/span&gt;&lt;span style=&quot;font-family: Roboto; font-size: 12pt; font-variant-east-asian: normal; font-variant-numeric: normal; letter-spacing: 0pt; vertical-align: baseline;&quot;&gt;you would probably say that it is bad carpentry, but is not necessarily bad morally. On the other hand, if I said &quot;your action is immoral because it prevents people from fulfilling their values&quot; &lt;/span&gt;&lt;span style=&quot;font-family: Roboto; font-size: 12pt; font-variant-east-asian: normal; font-variant-numeric: normal; letter-spacing: 0pt; vertical-align: baseline;&quot;&gt;then that might sound a bit more sensible.&lt;/span&gt;&lt;/p&gt;&lt;p class=&quot;zw-paragraph&quot; data-line-height=&quot;1.2&quot; data-margin-bottom=&quot;0pt&quot; data-textformat=&quot;{&amp;quot;ff&amp;quot;:&amp;quot;Roboto&amp;quot;,&amp;quot;fv&amp;quot;:&amp;quot;normal&amp;quot;,&amp;quot;td&amp;quot;:&amp;quot;none&amp;quot;,&amp;quot;cs&amp;quot;:&amp;quot;0pt&amp;quot;,&amp;quot;fw&amp;quot;:&amp;quot;none&amp;quot;,&amp;quot;fgc&amp;quot;:&amp;quot;rgb(0, 0, 0)&amp;quot;,&amp;quot;size&amp;quot;:&amp;quot;12.00&amp;quot;,&amp;quot;va&amp;quot;:&amp;quot;baseline&amp;quot;,&amp;quot;fw_i&amp;quot;:400,&amp;quot;type&amp;quot;:&amp;quot;text&amp;quot;,&amp;quot;fs&amp;quot;:&amp;quot;none&amp;quot;,&amp;quot;bgc&amp;quot;:&amp;quot;rgba(0, 0, 0, 0)&amp;quot;}&quot; data_styles=&quot;{&amp;quot;ff&amp;quot;:&amp;quot;Roboto&amp;quot;,&amp;quot;fv&amp;quot;:&amp;quot;normal&amp;quot;,&amp;quot;td&amp;quot;:&amp;quot;none&amp;quot;,&amp;quot;cs&amp;quot;:&amp;quot;0pt&amp;quot;,&amp;quot;fw&amp;quot;:&amp;quot;none&amp;quot;,&amp;quot;fgc&amp;quot;:&amp;quot;rgb(0, 0, 0)&amp;quot;,&amp;quot;size&amp;quot;:&amp;quot;12.00&amp;quot;,&amp;quot;va&amp;quot;:&amp;quot;baseline&amp;quot;,&amp;quot;fw_i&amp;quot;:400,&amp;quot;type&amp;quot;:&amp;quot;text&amp;quot;,&amp;quot;fs&amp;quot;:&amp;quot;none&amp;quot;,&amp;quot;bgc&amp;quot;:&amp;quot;rgba(0, 0, 0, 0)&amp;quot;}&quot; style=&quot;line-height: 1.2; margin: 0px 0px 0pt;&quot;&gt;&lt;span class=&quot;EOP&quot;&gt;&amp;nbsp;&lt;/span&gt;&lt;/p&gt;&lt;p class=&quot;zw-paragraph&quot; data-line-height=&quot;1.2&quot; data-margin-bottom=&quot;0pt&quot; data-textformat=&quot;{&amp;quot;ff&amp;quot;:&amp;quot;Roboto&amp;quot;,&amp;quot;fv&amp;quot;:&amp;quot;normal&amp;quot;,&amp;quot;td&amp;quot;:&amp;quot;none&amp;quot;,&amp;quot;cs&amp;quot;:&amp;quot;0pt&amp;quot;,&amp;quot;fw&amp;quot;:&amp;quot;none&amp;quot;,&amp;quot;fgc&amp;quot;:&amp;quot;rgb(0, 0, 0)&amp;quot;,&amp;quot;size&amp;quot;:&amp;quot;12.00&amp;quot;,&amp;quot;va&amp;quot;:&amp;quot;baseline&amp;quot;,&amp;quot;fw_i&amp;quot;:400,&amp;quot;type&amp;quot;:&amp;quot;text&amp;quot;,&amp;quot;fs&amp;quot;:&amp;quot;none&amp;quot;,&amp;quot;bgc&amp;quot;:&amp;quot;rgba(0, 0, 0, 0)&amp;quot;}&quot; data_styles=&quot;{&amp;quot;ff&amp;quot;:&amp;quot;Roboto&amp;quot;,&amp;quot;fv&amp;quot;:&amp;quot;normal&amp;quot;,&amp;quot;td&amp;quot;:&amp;quot;none&amp;quot;,&amp;quot;cs&amp;quot;:&amp;quot;0pt&amp;quot;,&amp;quot;fw&amp;quot;:&amp;quot;none&amp;quot;,&amp;quot;fgc&amp;quot;:&amp;quot;rgb(0, 0, 0)&amp;quot;,&amp;quot;size&amp;quot;:&amp;quot;12.00&amp;quot;,&amp;quot;va&amp;quot;:&amp;quot;baseline&amp;quot;,&amp;quot;fw_i&amp;quot;:400,&amp;quot;type&amp;quot;:&amp;quot;text&amp;quot;,&amp;quot;fs&amp;quot;:&amp;quot;none&amp;quot;,&amp;quot;bgc&amp;quot;:&amp;quot;rgba(0, 0, 0, 0)&amp;quot;}&quot; style=&quot;line-height: 1.2; margin: 0px 0px 0pt;&quot;&gt;&lt;span style=&quot;font-family: Roboto; font-size: 12pt; font-variant-east-asian: normal; font-variant-numeric: normal; letter-spacing: 0pt; vertical-align: baseline;&quot;&gt;That is my conception of morality: The analysis of the fulfillment of meta-values.&lt;/span&gt;&lt;/p&gt;&lt;p class=&quot;zw-paragraph&quot; data-line-height=&quot;1.2&quot; data-margin-bottom=&quot;0pt&quot; data-textformat=&quot;{&amp;quot;ff&amp;quot;:&amp;quot;Roboto&amp;quot;,&amp;quot;fv&amp;quot;:&amp;quot;normal&amp;quot;,&amp;quot;td&amp;quot;:&amp;quot;none&amp;quot;,&amp;quot;cs&amp;quot;:&amp;quot;0pt&amp;quot;,&amp;quot;fw&amp;quot;:&amp;quot;none&amp;quot;,&amp;quot;fgc&amp;quot;:&amp;quot;rgb(0, 0, 0)&amp;quot;,&amp;quot;size&amp;quot;:&amp;quot;12.00&amp;quot;,&amp;quot;va&amp;quot;:&amp;quot;baseline&amp;quot;,&amp;quot;fw_i&amp;quot;:400,&amp;quot;type&amp;quot;:&amp;quot;text&amp;quot;,&amp;quot;fs&amp;quot;:&amp;quot;none&amp;quot;,&amp;quot;bgc&amp;quot;:&amp;quot;rgba(0, 0, 0, 0)&amp;quot;}&quot; data_styles=&quot;{&amp;quot;ff&amp;quot;:&amp;quot;Roboto&amp;quot;,&amp;quot;fv&amp;quot;:&amp;quot;normal&amp;quot;,&amp;quot;td&amp;quot;:&amp;quot;none&amp;quot;,&amp;quot;cs&amp;quot;:&amp;quot;0pt&amp;quot;,&amp;quot;fw&amp;quot;:&amp;quot;none&amp;quot;,&amp;quot;fgc&amp;quot;:&amp;quot;rgb(0, 0, 0)&amp;quot;,&amp;quot;size&amp;quot;:&amp;quot;12.00&amp;quot;,&amp;quot;va&amp;quot;:&amp;quot;baseline&amp;quot;,&amp;quot;fw_i&amp;quot;:400,&amp;quot;type&amp;quot;:&amp;quot;text&amp;quot;,&amp;quot;fs&amp;quot;:&amp;quot;none&amp;quot;,&amp;quot;bgc&amp;quot;:&amp;quot;rgba(0, 0, 0, 0)&amp;quot;}&quot; style=&quot;line-height: 1.2; margin: 0px 0px 0pt;&quot;&gt;&lt;span class=&quot;EOP&quot;&gt;&amp;nbsp;&lt;/span&gt;&lt;/p&gt;&lt;p class=&quot;zw-paragraph&quot; data-line-height=&quot;1.2&quot; data-margin-bottom=&quot;0pt&quot; data-textformat=&quot;{&amp;quot;ff&amp;quot;:&amp;quot;Roboto&amp;quot;,&amp;quot;fv&amp;quot;:&amp;quot;normal&amp;quot;,&amp;quot;td&amp;quot;:&amp;quot;none&amp;quot;,&amp;quot;cs&amp;quot;:&amp;quot;0pt&amp;quot;,&amp;quot;fw&amp;quot;:&amp;quot;none&amp;quot;,&amp;quot;fgc&amp;quot;:&amp;quot;rgb(0, 0, 0)&amp;quot;,&amp;quot;size&amp;quot;:&amp;quot;12.00&amp;quot;,&amp;quot;va&amp;quot;:&amp;quot;baseline&amp;quot;,&amp;quot;fw_i&amp;quot;:400,&amp;quot;type&amp;quot;:&amp;quot;text&amp;quot;,&amp;quot;fs&amp;quot;:&amp;quot;none&amp;quot;,&amp;quot;bgc&amp;quot;:&amp;quot;rgba(0, 0, 0, 0)&amp;quot;}&quot; data_styles=&quot;{&amp;quot;ff&amp;quot;:&amp;quot;Roboto&amp;quot;,&amp;quot;fv&amp;quot;:&amp;quot;normal&amp;quot;,&amp;quot;td&amp;quot;:&amp;quot;none&amp;quot;,&amp;quot;cs&amp;quot;:&amp;quot;0pt&amp;quot;,&amp;quot;fw&amp;quot;:&amp;quot;none&amp;quot;,&amp;quot;fgc&amp;quot;:&amp;quot;rgb(0, 0, 0)&amp;quot;,&amp;quot;size&amp;quot;:&amp;quot;12.00&amp;quot;,&amp;quot;va&amp;quot;:&amp;quot;baseline&amp;quot;,&amp;quot;fw_i&amp;quot;:400,&amp;quot;type&amp;quot;:&amp;quot;text&amp;quot;,&amp;quot;fs&amp;quot;:&amp;quot;none&amp;quot;,&amp;quot;bgc&amp;quot;:&amp;quot;rgba(0, 0, 0, 0)&amp;quot;}&quot; style=&quot;line-height: 1.2; margin: 0px 0px 0pt;&quot;&gt;&lt;span style=&quot;font-family: Roboto; font-size: 12pt; font-variant-east-asian: normal; font-variant-numeric: normal; font-weight: 700; letter-spacing: 0pt; vertical-align: baseline;&quot;&gt;Taking Morality for a Test Drive&lt;/span&gt;&lt;/p&gt;&lt;p class=&quot;zw-paragraph&quot; data-line-height=&quot;1.2&quot; data-margin-bottom=&quot;0pt&quot; data-textformat=&quot;{&amp;quot;ff&amp;quot;:&amp;quot;Roboto&amp;quot;,&amp;quot;fv&amp;quot;:&amp;quot;normal&amp;quot;,&amp;quot;td&amp;quot;:&amp;quot;none&amp;quot;,&amp;quot;cs&amp;quot;:&amp;quot;0pt&amp;quot;,&amp;quot;fw&amp;quot;:&amp;quot;none&amp;quot;,&amp;quot;fgc&amp;quot;:&amp;quot;rgb(0, 0, 0)&amp;quot;,&amp;quot;size&amp;quot;:&amp;quot;12.00&amp;quot;,&amp;quot;va&amp;quot;:&amp;quot;baseline&amp;quot;,&amp;quot;fw_i&amp;quot;:400,&amp;quot;type&amp;quot;:&amp;quot;text&amp;quot;,&amp;quot;fs&amp;quot;:&amp;quot;none&amp;quot;,&amp;quot;bgc&amp;quot;:&amp;quot;rgba(0, 0, 0, 0)&amp;quot;}&quot; data_styles=&quot;{&amp;quot;ff&amp;quot;:&amp;quot;Roboto&amp;quot;,&amp;quot;fv&amp;quot;:&amp;quot;normal&amp;quot;,&amp;quot;td&amp;quot;:&amp;quot;none&amp;quot;,&amp;quot;cs&amp;quot;:&amp;quot;0pt&amp;quot;,&amp;quot;fw&amp;quot;:&amp;quot;none&amp;quot;,&amp;quot;fgc&amp;quot;:&amp;quot;rgb(0, 0, 0)&amp;quot;,&amp;quot;size&amp;quot;:&amp;quot;12.00&amp;quot;,&amp;quot;va&amp;quot;:&amp;quot;baseline&amp;quot;,&amp;quot;fw_i&amp;quot;:400,&amp;quot;type&amp;quot;:&amp;quot;text&amp;quot;,&amp;quot;fs&amp;quot;:&amp;quot;none&amp;quot;,&amp;quot;bgc&amp;quot;:&amp;quot;rgba(0, 0, 0, 0)&amp;quot;}&quot; style=&quot;line-height: 1.2; margin: 0px 0px 0pt;&quot;&gt;&lt;span class=&quot;EOP&quot;&gt;&amp;nbsp;&lt;/span&gt;&lt;/p&gt;&lt;p class=&quot;zw-paragraph&quot; data-line-height=&quot;1.2&quot; data-margin-bottom=&quot;0pt&quot; data-textformat=&quot;{&amp;quot;ff&amp;quot;:&amp;quot;Roboto&amp;quot;,&amp;quot;fv&amp;quot;:&amp;quot;normal&amp;quot;,&amp;quot;td&amp;quot;:&amp;quot;none&amp;quot;,&amp;quot;cs&amp;quot;:&amp;quot;0pt&amp;quot;,&amp;quot;fw&amp;quot;:&amp;quot;none&amp;quot;,&amp;quot;fgc&amp;quot;:&amp;quot;rgb(0, 0, 0)&amp;quot;,&amp;quot;size&amp;quot;:&amp;quot;12.00&amp;quot;,&amp;quot;va&amp;quot;:&amp;quot;baseline&amp;quot;,&amp;quot;fw_i&amp;quot;:400,&amp;quot;type&amp;quot;:&amp;quot;text&amp;quot;,&amp;quot;fs&amp;quot;:&amp;quot;none&amp;quot;,&amp;quot;bgc&amp;quot;:&amp;quot;rgba(0, 0, 0, 0)&amp;quot;}&quot; data_styles=&quot;{&amp;quot;ff&amp;quot;:&amp;quot;Roboto&amp;quot;,&amp;quot;fv&amp;quot;:&amp;quot;normal&amp;quot;,&amp;quot;td&amp;quot;:&amp;quot;none&amp;quot;,&amp;quot;cs&amp;quot;:&amp;quot;0pt&amp;quot;,&amp;quot;fw&amp;quot;:&amp;quot;none&amp;quot;,&amp;quot;fgc&amp;quot;:&amp;quot;rgb(0, 0, 0)&amp;quot;,&amp;quot;size&amp;quot;:&amp;quot;12.00&amp;quot;,&amp;quot;va&amp;quot;:&amp;quot;baseline&amp;quot;,&amp;quot;fw_i&amp;quot;:400,&amp;quot;type&amp;quot;:&amp;quot;text&amp;quot;,&amp;quot;fs&amp;quot;:&amp;quot;none&amp;quot;,&amp;quot;bgc&amp;quot;:&amp;quot;rgba(0, 0, 0, 0)&amp;quot;}&quot; style=&quot;line-height: 1.2; margin: 0px 0px 0pt;&quot;&gt;&lt;span style=&quot;font-family: Roboto; font-size: 12pt; font-variant-east-asian: normal; font-variant-numeric: normal; letter-spacing: 0pt; vertical-align: baseline;&quot;&gt;This might sound like it&#39;s wheeling its way back to moral subjectivism. If we all have different meta-values, then surely what is moral to me will depend on my meta-values, what&#39;s moral to you will depend on yours, and these will surely differ.&lt;/span&gt;&lt;/p&gt;&lt;p class=&quot;zw-paragraph&quot; data-line-height=&quot;1.2&quot; data-margin-bottom=&quot;0pt&quot; data-textformat=&quot;{&amp;quot;ff&amp;quot;:&amp;quot;Roboto&amp;quot;,&amp;quot;fv&amp;quot;:&amp;quot;normal&amp;quot;,&amp;quot;td&amp;quot;:&amp;quot;none&amp;quot;,&amp;quot;cs&amp;quot;:&amp;quot;0pt&amp;quot;,&amp;quot;fw&amp;quot;:&amp;quot;none&amp;quot;,&amp;quot;fgc&amp;quot;:&amp;quot;rgb(0, 0, 0)&amp;quot;,&amp;quot;size&amp;quot;:&amp;quot;12.00&amp;quot;,&amp;quot;va&amp;quot;:&amp;quot;baseline&amp;quot;,&amp;quot;fw_i&amp;quot;:400,&amp;quot;type&amp;quot;:&amp;quot;text&amp;quot;,&amp;quot;fs&amp;quot;:&amp;quot;none&amp;quot;,&amp;quot;bgc&amp;quot;:&amp;quot;rgba(0, 0, 0, 0)&amp;quot;}&quot; data_styles=&quot;{&amp;quot;ff&amp;quot;:&amp;quot;Roboto&amp;quot;,&amp;quot;fv&amp;quot;:&amp;quot;normal&amp;quot;,&amp;quot;td&amp;quot;:&amp;quot;none&amp;quot;,&amp;quot;cs&amp;quot;:&amp;quot;0pt&amp;quot;,&amp;quot;fw&amp;quot;:&amp;quot;none&amp;quot;,&amp;quot;fgc&amp;quot;:&amp;quot;rgb(0, 0, 0)&amp;quot;,&amp;quot;size&amp;quot;:&amp;quot;12.00&amp;quot;,&amp;quot;va&amp;quot;:&amp;quot;baseline&amp;quot;,&amp;quot;fw_i&amp;quot;:400,&amp;quot;type&amp;quot;:&amp;quot;text&amp;quot;,&amp;quot;fs&amp;quot;:&amp;quot;none&amp;quot;,&amp;quot;bgc&amp;quot;:&amp;quot;rgba(0, 0, 0, 0)&amp;quot;}&quot; style=&quot;line-height: 1.2; margin: 0px 0px 0pt;&quot;&gt;&lt;span class=&quot;EOP&quot;&gt;&amp;nbsp;&lt;/span&gt;&lt;/p&gt;&lt;p class=&quot;zw-paragraph&quot; data-line-height=&quot;1.2&quot; data-margin-bottom=&quot;0pt&quot; data-margin-left=&quot;0in&quot; data-text-indent=&quot;0in&quot; data-textformat=&quot;{&amp;quot;ff&amp;quot;:&amp;quot;Roboto&amp;quot;,&amp;quot;fv&amp;quot;:&amp;quot;normal&amp;quot;,&amp;quot;td&amp;quot;:&amp;quot;none&amp;quot;,&amp;quot;cs&amp;quot;:&amp;quot;0pt&amp;quot;,&amp;quot;fw&amp;quot;:&amp;quot;none&amp;quot;,&amp;quot;fgc&amp;quot;:&amp;quot;rgb(0, 0, 0)&amp;quot;,&amp;quot;size&amp;quot;:&amp;quot;12.00&amp;quot;,&amp;quot;va&amp;quot;:&amp;quot;baseline&amp;quot;,&amp;quot;fw_i&amp;quot;:400,&amp;quot;type&amp;quot;:&amp;quot;text&amp;quot;,&amp;quot;fs&amp;quot;:&amp;quot;none&amp;quot;,&amp;quot;bgc&amp;quot;:&amp;quot;rgba(0, 0, 0, 0)&amp;quot;}&quot; data_styles=&quot;{&amp;quot;ff&amp;quot;:&amp;quot;Roboto&amp;quot;,&amp;quot;fv&amp;quot;:&amp;quot;normal&amp;quot;,&amp;quot;td&amp;quot;:&amp;quot;none&amp;quot;,&amp;quot;cs&amp;quot;:&amp;quot;0pt&amp;quot;,&amp;quot;fw&amp;quot;:&amp;quot;none&amp;quot;,&amp;quot;fgc&amp;quot;:&amp;quot;rgb(0, 0, 0)&amp;quot;,&amp;quot;size&amp;quot;:&amp;quot;12.00&amp;quot;,&amp;quot;va&amp;quot;:&amp;quot;baseline&amp;quot;,&amp;quot;fw_i&amp;quot;:400,&amp;quot;type&amp;quot;:&amp;quot;text&amp;quot;,&amp;quot;fs&amp;quot;:&amp;quot;none&amp;quot;,&amp;quot;bgc&amp;quot;:&amp;quot;rgba(0, 0, 0, 0)&amp;quot;}&quot; style=&quot;line-height: 1.2; margin: 0px 0px 0pt 0in; text-indent: 0in;&quot;&gt;&lt;span style=&quot;font-family: Roboto; font-size: 12pt; font-variant-east-asian: normal; font-variant-numeric: normal; letter-spacing: 0pt; vertical-align: baseline;&quot;&gt;There&#39;s some truth to this argument. Like all concepts there are aspects of subjectivity and objectivity involved. However, I have three counter-points:&lt;/span&gt;&lt;/p&gt;&lt;p class=&quot;zw-paragraph&quot; data-line-height=&quot;1.2&quot; data-margin-bottom=&quot;0pt&quot; data-margin-left=&quot;0in&quot; data-text-indent=&quot;0in&quot; data-textformat=&quot;{&amp;quot;ff&amp;quot;:&amp;quot;Roboto&amp;quot;,&amp;quot;fv&amp;quot;:&amp;quot;normal&amp;quot;,&amp;quot;td&amp;quot;:&amp;quot;none&amp;quot;,&amp;quot;cs&amp;quot;:&amp;quot;0pt&amp;quot;,&amp;quot;fw&amp;quot;:&amp;quot;none&amp;quot;,&amp;quot;fgc&amp;quot;:&amp;quot;rgb(0, 0, 0)&amp;quot;,&amp;quot;size&amp;quot;:&amp;quot;12.00&amp;quot;,&amp;quot;va&amp;quot;:&amp;quot;baseline&amp;quot;,&amp;quot;fw_i&amp;quot;:400,&amp;quot;type&amp;quot;:&amp;quot;text&amp;quot;,&amp;quot;fs&amp;quot;:&amp;quot;none&amp;quot;,&amp;quot;bgc&amp;quot;:&amp;quot;rgba(0, 0, 0, 0)&amp;quot;}&quot; data_styles=&quot;{&amp;quot;ff&amp;quot;:&amp;quot;Roboto&amp;quot;,&amp;quot;fv&amp;quot;:&amp;quot;normal&amp;quot;,&amp;quot;td&amp;quot;:&amp;quot;none&amp;quot;,&amp;quot;cs&amp;quot;:&amp;quot;0pt&amp;quot;,&amp;quot;fw&amp;quot;:&amp;quot;none&amp;quot;,&amp;quot;fgc&amp;quot;:&amp;quot;rgb(0, 0, 0)&amp;quot;,&amp;quot;size&amp;quot;:&amp;quot;12.00&amp;quot;,&amp;quot;va&amp;quot;:&amp;quot;baseline&amp;quot;,&amp;quot;fw_i&amp;quot;:400,&amp;quot;type&amp;quot;:&amp;quot;text&amp;quot;,&amp;quot;fs&amp;quot;:&amp;quot;none&amp;quot;,&amp;quot;bgc&amp;quot;:&amp;quot;rgba(0, 0, 0, 0)&amp;quot;}&quot; style=&quot;line-height: 1.2; margin: 0px 0px 0pt 0in; text-indent: 0in;&quot;&gt;&lt;span class=&quot;EOP&quot;&gt;&amp;nbsp;&lt;/span&gt;&lt;/p&gt;&lt;ol data-list-format=&quot;{&amp;quot;level0&amp;quot;:{&amp;quot;type&amp;quot;:0,&amp;quot;startsWith&amp;quot;:1,&amp;quot;c&amp;quot;:&amp;quot;\u0000.&amp;quot;},&amp;quot;level1&amp;quot;:{&amp;quot;type&amp;quot;:4,&amp;quot;startsWith&amp;quot;:1,&amp;quot;c&amp;quot;:&amp;quot;\u0001.&amp;quot;},&amp;quot;level2&amp;quot;:{&amp;quot;type&amp;quot;:2,&amp;quot;startsWith&amp;quot;:1,&amp;quot;c&amp;quot;:&amp;quot;\u0002.&amp;quot;},&amp;quot;level3&amp;quot;:{&amp;quot;type&amp;quot;:0,&amp;quot;startsWith&amp;quot;:1,&amp;quot;c&amp;quot;:&amp;quot;\u0003.&amp;quot;},&amp;quot;level4&amp;quot;:{&amp;quot;type&amp;quot;:4,&amp;quot;startsWith&amp;quot;:1,&amp;quot;c&amp;quot;:&amp;quot;\u0004.&amp;quot;},&amp;quot;level5&amp;quot;:{&amp;quot;type&amp;quot;:2,&amp;quot;startsWith&amp;quot;:1,&amp;quot;c&amp;quot;:&amp;quot;\u0005.&amp;quot;},&amp;quot;level6&amp;quot;:{&amp;quot;type&amp;quot;:0,&amp;quot;startsWith&amp;quot;:1,&amp;quot;c&amp;quot;:&amp;quot;\u0006.&amp;quot;},&amp;quot;level7&amp;quot;:{&amp;quot;type&amp;quot;:4,&amp;quot;startsWith&amp;quot;:1,&amp;quot;c&amp;quot;:&amp;quot;\u0007.&amp;quot;},&amp;quot;level8&amp;quot;:{&amp;quot;type&amp;quot;:2,&amp;quot;startsWith&amp;quot;:1,&amp;quot;c&amp;quot;:&amp;quot;\b.&amp;quot;}}&quot; data-list-id=&quot;59191519&quot; data-spl-bullet-format=&quot;{}&quot; style=&quot;list-style-image: initial; list-style-position: initial;&quot;&gt;&lt;li&gt;&lt;p class=&quot;zw-list zw-paragraph&quot; data-line-height=&quot;1.2&quot; data-list-id=&quot;59191519&quot; data-list-info=&quot;{&amp;quot;id&amp;quot;:59191519,&amp;quot;l&amp;quot;:0}&quot; data-margin-bottom=&quot;0pt&quot; data-margin-left=&quot;0.5in&quot; data-text-indent=&quot;-0.25in&quot; data-textformat=&quot;{&amp;quot;ff&amp;quot;:&amp;quot;Roboto&amp;quot;,&amp;quot;fv&amp;quot;:&amp;quot;normal&amp;quot;,&amp;quot;td&amp;quot;:&amp;quot;none&amp;quot;,&amp;quot;cs&amp;quot;:&amp;quot;0pt&amp;quot;,&amp;quot;fw&amp;quot;:&amp;quot;none&amp;quot;,&amp;quot;fgc&amp;quot;:&amp;quot;rgb(0, 0, 0)&amp;quot;,&amp;quot;size&amp;quot;:&amp;quot;12.00&amp;quot;,&amp;quot;va&amp;quot;:&amp;quot;baseline&amp;quot;,&amp;quot;fw_i&amp;quot;:400,&amp;quot;type&amp;quot;:&amp;quot;text&amp;quot;,&amp;quot;fs&amp;quot;:&amp;quot;none&amp;quot;,&amp;quot;bgc&amp;quot;:&amp;quot;rgba(0, 0, 0, 0)&amp;quot;}&quot; data_styles=&quot;{&amp;quot;ff&amp;quot;:&amp;quot;Roboto&amp;quot;,&amp;quot;fv&amp;quot;:&amp;quot;normal&amp;quot;,&amp;quot;td&amp;quot;:&amp;quot;none&amp;quot;,&amp;quot;cs&amp;quot;:&amp;quot;0pt&amp;quot;,&amp;quot;fw&amp;quot;:&amp;quot;none&amp;quot;,&amp;quot;fgc&amp;quot;:&amp;quot;rgb(0, 0, 0)&amp;quot;,&amp;quot;size&amp;quot;:&amp;quot;12.00&amp;quot;,&amp;quot;va&amp;quot;:&amp;quot;baseline&amp;quot;,&amp;quot;fw_i&amp;quot;:400,&amp;quot;type&amp;quot;:&amp;quot;text&amp;quot;,&amp;quot;fs&amp;quot;:&amp;quot;none&amp;quot;,&amp;quot;bgc&amp;quot;:&amp;quot;rgba(0, 0, 0, 0)&amp;quot;}&quot; style=&quot;line-height: 1.2; margin: 0px 0px 0pt;&quot;&gt;&lt;span style=&quot;font-family: Roboto; font-size: 12pt; font-style: italic; font-variant-east-asian: normal; font-variant-numeric: normal; letter-spacing: 0pt; vertical-align: baseline;&quot;&gt;My conception of morality is the analysis of how to fulfill meta-values, not simply the meta-values themselves.&lt;/span&gt;&lt;span style=&quot;font-family: Roboto; font-size: 12pt; font-variant-east-asian: normal; font-variant-numeric: normal; letter-spacing: 0pt; vertical-align: baseline;&quot;&gt; Your meta-values may be subjective but it is an objective fact whether a given course of action will or will not successfully fulfill them. For example, you may value your friend fulfilling his values. That is a meta-value. If your friend likes beer and hates getting stabbed in the neck it would be moral for you to get him a beer and immoral for you to stab him in the neck.&lt;/span&gt;&lt;/p&gt;&lt;/li&gt;&lt;/ol&gt;&lt;p class=&quot;zw-paragraph&quot; data-line-height=&quot;1.2&quot; data-margin-bottom=&quot;0pt&quot; data-margin-left=&quot;0in&quot; data-text-indent=&quot;0in&quot; data-textformat=&quot;{&amp;quot;ff&amp;quot;:&amp;quot;Roboto&amp;quot;,&amp;quot;fv&amp;quot;:&amp;quot;normal&amp;quot;,&amp;quot;td&amp;quot;:&amp;quot;none&amp;quot;,&amp;quot;cs&amp;quot;:&amp;quot;0pt&amp;quot;,&amp;quot;fw&amp;quot;:&amp;quot;none&amp;quot;,&amp;quot;fgc&amp;quot;:&amp;quot;rgb(0, 0, 0)&amp;quot;,&amp;quot;size&amp;quot;:&amp;quot;12.00&amp;quot;,&amp;quot;va&amp;quot;:&amp;quot;baseline&amp;quot;,&amp;quot;fw_i&amp;quot;:400,&amp;quot;type&amp;quot;:&amp;quot;text&amp;quot;,&amp;quot;fs&amp;quot;:&amp;quot;none&amp;quot;,&amp;quot;bgc&amp;quot;:&amp;quot;rgba(0, 0, 0, 0)&amp;quot;}&quot; data_styles=&quot;{&amp;quot;ff&amp;quot;:&amp;quot;Roboto&amp;quot;,&amp;quot;fv&amp;quot;:&amp;quot;normal&amp;quot;,&amp;quot;td&amp;quot;:&amp;quot;none&amp;quot;,&amp;quot;cs&amp;quot;:&amp;quot;0pt&amp;quot;,&amp;quot;fw&amp;quot;:&amp;quot;none&amp;quot;,&amp;quot;fgc&amp;quot;:&amp;quot;rgb(0, 0, 0)&amp;quot;,&amp;quot;size&amp;quot;:&amp;quot;12.00&amp;quot;,&amp;quot;va&amp;quot;:&amp;quot;baseline&amp;quot;,&amp;quot;fw_i&amp;quot;:400,&amp;quot;type&amp;quot;:&amp;quot;text&amp;quot;,&amp;quot;fs&amp;quot;:&amp;quot;none&amp;quot;,&amp;quot;bgc&amp;quot;:&amp;quot;rgba(0, 0, 0, 0)&amp;quot;}&quot; style=&quot;line-height: 1.2; margin: 0px 0px 0pt 0in; text-indent: 0in;&quot;&gt;&lt;span class=&quot;EOP&quot;&gt;&amp;nbsp;&lt;/span&gt;&lt;/p&gt;&lt;ol data-list-format=&quot;{&amp;quot;level0&amp;quot;:{&amp;quot;type&amp;quot;:0,&amp;quot;startsWith&amp;quot;:1,&amp;quot;c&amp;quot;:&amp;quot;\u0000.&amp;quot;},&amp;quot;level1&amp;quot;:{&amp;quot;type&amp;quot;:4,&amp;quot;startsWith&amp;quot;:1,&amp;quot;c&amp;quot;:&amp;quot;\u0001.&amp;quot;},&amp;quot;level2&amp;quot;:{&amp;quot;type&amp;quot;:2,&amp;quot;startsWith&amp;quot;:1,&amp;quot;c&amp;quot;:&amp;quot;\u0002.&amp;quot;},&amp;quot;level3&amp;quot;:{&amp;quot;type&amp;quot;:0,&amp;quot;startsWith&amp;quot;:1,&amp;quot;c&amp;quot;:&amp;quot;\u0003.&amp;quot;},&amp;quot;level4&amp;quot;:{&amp;quot;type&amp;quot;:4,&amp;quot;startsWith&amp;quot;:1,&amp;quot;c&amp;quot;:&amp;quot;\u0004.&amp;quot;},&amp;quot;level5&amp;quot;:{&amp;quot;type&amp;quot;:2,&amp;quot;startsWith&amp;quot;:1,&amp;quot;c&amp;quot;:&amp;quot;\u0005.&amp;quot;},&amp;quot;level6&amp;quot;:{&amp;quot;type&amp;quot;:0,&amp;quot;startsWith&amp;quot;:1,&amp;quot;c&amp;quot;:&amp;quot;\u0006.&amp;quot;},&amp;quot;level7&amp;quot;:{&amp;quot;type&amp;quot;:4,&amp;quot;startsWith&amp;quot;:1,&amp;quot;c&amp;quot;:&amp;quot;\u0007.&amp;quot;},&amp;quot;level8&amp;quot;:{&amp;quot;type&amp;quot;:2,&amp;quot;startsWith&amp;quot;:1,&amp;quot;c&amp;quot;:&amp;quot;\b.&amp;quot;}}&quot; data-list-id=&quot;59191519&quot; data-spl-bullet-format=&quot;{}&quot; start=&quot;2&quot; style=&quot;list-style-image: initial; list-style-position: initial;&quot;&gt;&lt;li&gt;&lt;p class=&quot;zw-list zw-paragraph&quot; data-line-height=&quot;1.2&quot; data-list-id=&quot;59191519&quot; data-list-info=&quot;{&amp;quot;id&amp;quot;:59191519,&amp;quot;l&amp;quot;:0}&quot; data-margin-bottom=&quot;0pt&quot; data-margin-left=&quot;0.5in&quot; data-text-indent=&quot;-0.25in&quot; data-textformat=&quot;{&amp;quot;ff&amp;quot;:&amp;quot;Roboto&amp;quot;,&amp;quot;fv&amp;quot;:&amp;quot;normal&amp;quot;,&amp;quot;td&amp;quot;:&amp;quot;none&amp;quot;,&amp;quot;cs&amp;quot;:&amp;quot;0pt&amp;quot;,&amp;quot;fw&amp;quot;:&amp;quot;none&amp;quot;,&amp;quot;fgc&amp;quot;:&amp;quot;rgb(0, 0, 0)&amp;quot;,&amp;quot;size&amp;quot;:&amp;quot;12.00&amp;quot;,&amp;quot;va&amp;quot;:&amp;quot;baseline&amp;quot;,&amp;quot;fw_i&amp;quot;:400,&amp;quot;type&amp;quot;:&amp;quot;text&amp;quot;,&amp;quot;fs&amp;quot;:&amp;quot;none&amp;quot;,&amp;quot;bgc&amp;quot;:&amp;quot;rgba(0, 0, 0, 0)&amp;quot;}&quot; data_styles=&quot;{&amp;quot;ff&amp;quot;:&amp;quot;Roboto&amp;quot;,&amp;quot;fv&amp;quot;:&amp;quot;normal&amp;quot;,&amp;quot;td&amp;quot;:&amp;quot;none&amp;quot;,&amp;quot;cs&amp;quot;:&amp;quot;0pt&amp;quot;,&amp;quot;fw&amp;quot;:&amp;quot;none&amp;quot;,&amp;quot;fgc&amp;quot;:&amp;quot;rgb(0, 0, 0)&amp;quot;,&amp;quot;size&amp;quot;:&amp;quot;12.00&amp;quot;,&amp;quot;va&amp;quot;:&amp;quot;baseline&amp;quot;,&amp;quot;fw_i&amp;quot;:400,&amp;quot;type&amp;quot;:&amp;quot;text&amp;quot;,&amp;quot;fs&amp;quot;:&amp;quot;none&amp;quot;,&amp;quot;bgc&amp;quot;:&amp;quot;rgba(0, 0, 0, 0)&amp;quot;}&quot; style=&quot;line-height: 1.2; margin: 0px 0px 0pt;&quot;&gt;&lt;span style=&quot;font-family: Roboto; font-size: 12pt; font-style: italic; font-variant-east-asian: normal; font-variant-numeric: normal; letter-spacing: 0pt; vertical-align: baseline;&quot;&gt;There are commonalities between values of people.&lt;/span&gt;&lt;span style=&quot;font-family: Roboto; font-size: 12pt; font-variant-east-asian: normal; font-variant-numeric: normal; letter-spacing: 0pt; vertical-align: baseline;&quot;&gt; Therefore the same objective analysis of how to fulfill these values will often be the same between people.&lt;/span&gt;&lt;/p&gt;&lt;/li&gt;&lt;/ol&gt;&lt;p class=&quot;zw-paragraph&quot; data-line-height=&quot;1.2&quot; data-margin-bottom=&quot;0pt&quot; data-margin-left=&quot;0in&quot; data-text-indent=&quot;0in&quot; data-textformat=&quot;{&amp;quot;ff&amp;quot;:&amp;quot;Roboto&amp;quot;,&amp;quot;fv&amp;quot;:&amp;quot;normal&amp;quot;,&amp;quot;td&amp;quot;:&amp;quot;none&amp;quot;,&amp;quot;cs&amp;quot;:&amp;quot;0pt&amp;quot;,&amp;quot;fw&amp;quot;:&amp;quot;none&amp;quot;,&amp;quot;fgc&amp;quot;:&amp;quot;rgb(0, 0, 0)&amp;quot;,&amp;quot;size&amp;quot;:&amp;quot;12.00&amp;quot;,&amp;quot;va&amp;quot;:&amp;quot;baseline&amp;quot;,&amp;quot;fw_i&amp;quot;:400,&amp;quot;type&amp;quot;:&amp;quot;text&amp;quot;,&amp;quot;fs&amp;quot;:&amp;quot;none&amp;quot;,&amp;quot;bgc&amp;quot;:&amp;quot;rgba(0, 0, 0, 0)&amp;quot;}&quot; data_styles=&quot;{&amp;quot;ff&amp;quot;:&amp;quot;Roboto&amp;quot;,&amp;quot;fv&amp;quot;:&amp;quot;normal&amp;quot;,&amp;quot;td&amp;quot;:&amp;quot;none&amp;quot;,&amp;quot;cs&amp;quot;:&amp;quot;0pt&amp;quot;,&amp;quot;fw&amp;quot;:&amp;quot;none&amp;quot;,&amp;quot;fgc&amp;quot;:&amp;quot;rgb(0, 0, 0)&amp;quot;,&amp;quot;size&amp;quot;:&amp;quot;12.00&amp;quot;,&amp;quot;va&amp;quot;:&amp;quot;baseline&amp;quot;,&amp;quot;fw_i&amp;quot;:400,&amp;quot;type&amp;quot;:&amp;quot;text&amp;quot;,&amp;quot;fs&amp;quot;:&amp;quot;none&amp;quot;,&amp;quot;bgc&amp;quot;:&amp;quot;rgba(0, 0, 0, 0)&amp;quot;}&quot; style=&quot;line-height: 1.2; margin: 0px 0px 0pt 0in; text-indent: 0in;&quot;&gt;&lt;span class=&quot;EOP&quot;&gt;&amp;nbsp;&lt;/span&gt;&lt;/p&gt;&lt;ol data-list-format=&quot;{&amp;quot;level0&amp;quot;:{&amp;quot;type&amp;quot;:0,&amp;quot;startsWith&amp;quot;:1,&amp;quot;c&amp;quot;:&amp;quot;\u0000.&amp;quot;},&amp;quot;level1&amp;quot;:{&amp;quot;type&amp;quot;:4,&amp;quot;startsWith&amp;quot;:1,&amp;quot;c&amp;quot;:&amp;quot;\u0001.&amp;quot;},&amp;quot;level2&amp;quot;:{&amp;quot;type&amp;quot;:2,&amp;quot;startsWith&amp;quot;:1,&amp;quot;c&amp;quot;:&amp;quot;\u0002.&amp;quot;},&amp;quot;level3&amp;quot;:{&amp;quot;type&amp;quot;:0,&amp;quot;startsWith&amp;quot;:1,&amp;quot;c&amp;quot;:&amp;quot;\u0003.&amp;quot;},&amp;quot;level4&amp;quot;:{&amp;quot;type&amp;quot;:4,&amp;quot;startsWith&amp;quot;:1,&amp;quot;c&amp;quot;:&amp;quot;\u0004.&amp;quot;},&amp;quot;level5&amp;quot;:{&amp;quot;type&amp;quot;:2,&amp;quot;startsWith&amp;quot;:1,&amp;quot;c&amp;quot;:&amp;quot;\u0005.&amp;quot;},&amp;quot;level6&amp;quot;:{&amp;quot;type&amp;quot;:0,&amp;quot;startsWith&amp;quot;:1,&amp;quot;c&amp;quot;:&amp;quot;\u0006.&amp;quot;},&amp;quot;level7&amp;quot;:{&amp;quot;type&amp;quot;:4,&amp;quot;startsWith&amp;quot;:1,&amp;quot;c&amp;quot;:&amp;quot;\u0007.&amp;quot;},&amp;quot;level8&amp;quot;:{&amp;quot;type&amp;quot;:2,&amp;quot;startsWith&amp;quot;:1,&amp;quot;c&amp;quot;:&amp;quot;\b.&amp;quot;}}&quot; data-list-id=&quot;59191519&quot; data-spl-bullet-format=&quot;{}&quot; start=&quot;3&quot; style=&quot;list-style-image: initial; list-style-position: initial;&quot;&gt;&lt;li&gt;&lt;p class=&quot;zw-list zw-paragraph&quot; data-line-height=&quot;1.2&quot; data-list-id=&quot;59191519&quot; data-list-info=&quot;{&amp;quot;id&amp;quot;:59191519,&amp;quot;l&amp;quot;:0}&quot; data-margin-bottom=&quot;0pt&quot; data-margin-left=&quot;0.5in&quot; data-text-indent=&quot;-0.25in&quot; data-textformat=&quot;{&amp;quot;ff&amp;quot;:&amp;quot;Roboto&amp;quot;,&amp;quot;fv&amp;quot;:&amp;quot;normal&amp;quot;,&amp;quot;td&amp;quot;:&amp;quot;none&amp;quot;,&amp;quot;cs&amp;quot;:&amp;quot;0pt&amp;quot;,&amp;quot;fw&amp;quot;:&amp;quot;none&amp;quot;,&amp;quot;fgc&amp;quot;:&amp;quot;rgb(0, 0, 0)&amp;quot;,&amp;quot;size&amp;quot;:&amp;quot;12.00&amp;quot;,&amp;quot;va&amp;quot;:&amp;quot;baseline&amp;quot;,&amp;quot;fw_i&amp;quot;:400,&amp;quot;type&amp;quot;:&amp;quot;text&amp;quot;,&amp;quot;fs&amp;quot;:&amp;quot;none&amp;quot;,&amp;quot;bgc&amp;quot;:&amp;quot;rgba(0, 0, 0, 0)&amp;quot;}&quot; data_styles=&quot;{&amp;quot;ff&amp;quot;:&amp;quot;Roboto&amp;quot;,&amp;quot;fv&amp;quot;:&amp;quot;normal&amp;quot;,&amp;quot;td&amp;quot;:&amp;quot;none&amp;quot;,&amp;quot;cs&amp;quot;:&amp;quot;0pt&amp;quot;,&amp;quot;fw&amp;quot;:&amp;quot;none&amp;quot;,&amp;quot;fgc&amp;quot;:&amp;quot;rgb(0, 0, 0)&amp;quot;,&amp;quot;size&amp;quot;:&amp;quot;12.00&amp;quot;,&amp;quot;va&amp;quot;:&amp;quot;baseline&amp;quot;,&amp;quot;fw_i&amp;quot;:400,&amp;quot;type&amp;quot;:&amp;quot;text&amp;quot;,&amp;quot;fs&amp;quot;:&amp;quot;none&amp;quot;,&amp;quot;bgc&amp;quot;:&amp;quot;rgba(0, 0, 0, 0)&amp;quot;}&quot; style=&quot;line-height: 1.2; margin: 0px 0px 0pt;&quot;&gt;&lt;span style=&quot;font-family: Roboto; font-size: 12pt; font-variant-east-asian: normal; font-variant-numeric: normal; letter-spacing: 0pt; vertical-align: baseline;&quot;&gt;Most importantly, &lt;/span&gt;&lt;span style=&quot;font-family: Roboto; font-size: 12pt; font-style: italic; font-variant-east-asian: normal; font-variant-numeric: normal; letter-spacing: 0pt; vertical-align: baseline;&quot;&gt;there are important objective statements we can make about the fulfillment of values irrespective of what those values are.&lt;/span&gt;&lt;/p&gt;&lt;/li&gt;&lt;/ol&gt;&lt;p class=&quot;zw-paragraph&quot; data-line-height=&quot;1.2&quot; data-margin-bottom=&quot;0pt&quot; data-margin-left=&quot;0in&quot; data-text-indent=&quot;0in&quot; data-textformat=&quot;{&amp;quot;ff&amp;quot;:&amp;quot;Roboto&amp;quot;,&amp;quot;fv&amp;quot;:&amp;quot;normal&amp;quot;,&amp;quot;td&amp;quot;:&amp;quot;none&amp;quot;,&amp;quot;cs&amp;quot;:&amp;quot;0pt&amp;quot;,&amp;quot;fw&amp;quot;:&amp;quot;none&amp;quot;,&amp;quot;fgc&amp;quot;:&amp;quot;rgb(0, 0, 0)&amp;quot;,&amp;quot;size&amp;quot;:&amp;quot;12.00&amp;quot;,&amp;quot;va&amp;quot;:&amp;quot;baseline&amp;quot;,&amp;quot;fw_i&amp;quot;:400,&amp;quot;type&amp;quot;:&amp;quot;text&amp;quot;,&amp;quot;fs&amp;quot;:&amp;quot;none&amp;quot;,&amp;quot;bgc&amp;quot;:&amp;quot;rgba(0, 0, 0, 0)&amp;quot;}&quot; data_styles=&quot;{&amp;quot;ff&amp;quot;:&amp;quot;Roboto&amp;quot;,&amp;quot;fv&amp;quot;:&amp;quot;normal&amp;quot;,&amp;quot;td&amp;quot;:&amp;quot;none&amp;quot;,&amp;quot;cs&amp;quot;:&amp;quot;0pt&amp;quot;,&amp;quot;fw&amp;quot;:&amp;quot;none&amp;quot;,&amp;quot;fgc&amp;quot;:&amp;quot;rgb(0, 0, 0)&amp;quot;,&amp;quot;size&amp;quot;:&amp;quot;12.00&amp;quot;,&amp;quot;va&amp;quot;:&amp;quot;baseline&amp;quot;,&amp;quot;fw_i&amp;quot;:400,&amp;quot;type&amp;quot;:&amp;quot;text&amp;quot;,&amp;quot;fs&amp;quot;:&amp;quot;none&amp;quot;,&amp;quot;bgc&amp;quot;:&amp;quot;rgba(0, 0, 0, 0)&amp;quot;}&quot; style=&quot;line-height: 1.2; margin: 0px 0px 0pt 0in; text-indent: 0in;&quot;&gt;&lt;span class=&quot;EOP&quot;&gt;&amp;nbsp;&lt;/span&gt;&lt;/p&gt;&lt;p class=&quot;zw-paragraph&quot; data-line-height=&quot;1.2&quot; data-margin-bottom=&quot;0pt&quot; data-margin-left=&quot;0in&quot; data-text-indent=&quot;0in&quot; data-textformat=&quot;{&amp;quot;ff&amp;quot;:&amp;quot;Roboto&amp;quot;,&amp;quot;fv&amp;quot;:&amp;quot;normal&amp;quot;,&amp;quot;td&amp;quot;:&amp;quot;none&amp;quot;,&amp;quot;cs&amp;quot;:&amp;quot;0pt&amp;quot;,&amp;quot;fw&amp;quot;:&amp;quot;none&amp;quot;,&amp;quot;fgc&amp;quot;:&amp;quot;rgb(0, 0, 0)&amp;quot;,&amp;quot;size&amp;quot;:&amp;quot;12.00&amp;quot;,&amp;quot;va&amp;quot;:&amp;quot;baseline&amp;quot;,&amp;quot;fw_i&amp;quot;:400,&amp;quot;type&amp;quot;:&amp;quot;text&amp;quot;,&amp;quot;fs&amp;quot;:&amp;quot;none&amp;quot;,&amp;quot;bgc&amp;quot;:&amp;quot;rgba(0, 0, 0, 0)&amp;quot;}&quot; data_styles=&quot;{&amp;quot;ff&amp;quot;:&amp;quot;Roboto&amp;quot;,&amp;quot;fv&amp;quot;:&amp;quot;normal&amp;quot;,&amp;quot;td&amp;quot;:&amp;quot;none&amp;quot;,&amp;quot;cs&amp;quot;:&amp;quot;0pt&amp;quot;,&amp;quot;fw&amp;quot;:&amp;quot;none&amp;quot;,&amp;quot;fgc&amp;quot;:&amp;quot;rgb(0, 0, 0)&amp;quot;,&amp;quot;size&amp;quot;:&amp;quot;12.00&amp;quot;,&amp;quot;va&amp;quot;:&amp;quot;baseline&amp;quot;,&amp;quot;fw_i&amp;quot;:400,&amp;quot;type&amp;quot;:&amp;quot;text&amp;quot;,&amp;quot;fs&amp;quot;:&amp;quot;none&amp;quot;,&amp;quot;bgc&amp;quot;:&amp;quot;rgba(0, 0, 0, 0)&amp;quot;}&quot; style=&quot;line-height: 1.2; margin: 0px 0px 0pt 0in; text-indent: 0in;&quot;&gt;&lt;span style=&quot;font-family: Roboto; font-size: 12pt; font-variant-east-asian: normal; font-variant-numeric: normal; letter-spacing: 0pt; vertical-align: baseline;&quot;&gt;In the example for this third point will be taking our new morality for a test drive to see if it can produce moral standards that we recognize as such. My favorite moral standard comes from our good old friend voluntarism. A concept which I will never tire of repeating until everyone starts realizing how indispensable it is. If two people voluntarily engage in an interaction, each person must value what he got out of the interaction more than what he gave up to engage in it—otherwise he would not have engaged in it.&lt;/span&gt;&lt;a href=&quot;#footnote_07426723535630539&quot;&gt;&lt;span data-footnote-id=&quot;footnote_07426723535630539&quot; data-footnote-info=&quot;{}&quot; data-text-info=&quot;{&amp;quot;cls&amp;quot;:&amp;quot;footnote&amp;quot;}&quot; style=&quot;color: black; font-family: Roboto; font-size: 12pt; vertical-align: super;&quot;&gt;[3]&lt;/span&gt;&lt;/a&gt;&lt;span style=&quot;font-family: Roboto; font-size: 12pt; font-variant-east-asian: normal; font-variant-numeric: normal; letter-spacing: 0pt; vertical-align: baseline;&quot;&gt; If you trade your apple for my orange you must value my orange more than your apple. If you play a game with me you must value the enjoyment you get from the game more than the time you give up to play it. This tells us that to the extent that we place a positive value on people fulfilling their values, we have some reason to expect voluntary interactions to be good—&lt;/span&gt;&lt;span style=&quot;font-family: Roboto; font-size: 12pt; font-style: italic; font-variant-east-asian: normal; font-variant-numeric: normal; letter-spacing: 0pt; vertical-align: baseline;&quot;&gt;no matter what those values are&lt;/span&gt;&lt;span style=&quot;font-family: Roboto; font-size: 12pt; font-variant-east-asian: normal; font-variant-numeric: normal; letter-spacing: 0pt; vertical-align: baseline;&quot;&gt;.&lt;/span&gt;&lt;/p&gt;&lt;p class=&quot;zw-paragraph&quot; data-line-height=&quot;1.2&quot; data-margin-bottom=&quot;0pt&quot; data-margin-left=&quot;0in&quot; data-text-indent=&quot;0in&quot; data-textformat=&quot;{&amp;quot;ff&amp;quot;:&amp;quot;Roboto&amp;quot;,&amp;quot;fv&amp;quot;:&amp;quot;normal&amp;quot;,&amp;quot;td&amp;quot;:&amp;quot;none&amp;quot;,&amp;quot;cs&amp;quot;:&amp;quot;0pt&amp;quot;,&amp;quot;fw&amp;quot;:&amp;quot;none&amp;quot;,&amp;quot;fgc&amp;quot;:&amp;quot;rgb(0, 0, 0)&amp;quot;,&amp;quot;size&amp;quot;:&amp;quot;12.00&amp;quot;,&amp;quot;va&amp;quot;:&amp;quot;baseline&amp;quot;,&amp;quot;fw_i&amp;quot;:400,&amp;quot;type&amp;quot;:&amp;quot;text&amp;quot;,&amp;quot;fs&amp;quot;:&amp;quot;none&amp;quot;,&amp;quot;bgc&amp;quot;:&amp;quot;rgba(0, 0, 0, 0)&amp;quot;}&quot; data_styles=&quot;{&amp;quot;ff&amp;quot;:&amp;quot;Roboto&amp;quot;,&amp;quot;fv&amp;quot;:&amp;quot;normal&amp;quot;,&amp;quot;td&amp;quot;:&amp;quot;none&amp;quot;,&amp;quot;cs&amp;quot;:&amp;quot;0pt&amp;quot;,&amp;quot;fw&amp;quot;:&amp;quot;none&amp;quot;,&amp;quot;fgc&amp;quot;:&amp;quot;rgb(0, 0, 0)&amp;quot;,&amp;quot;size&amp;quot;:&amp;quot;12.00&amp;quot;,&amp;quot;va&amp;quot;:&amp;quot;baseline&amp;quot;,&amp;quot;fw_i&amp;quot;:400,&amp;quot;type&amp;quot;:&amp;quot;text&amp;quot;,&amp;quot;fs&amp;quot;:&amp;quot;none&amp;quot;,&amp;quot;bgc&amp;quot;:&amp;quot;rgba(0, 0, 0, 0)&amp;quot;}&quot; style=&quot;line-height: 1.2; margin: 0px 0px 0pt 0in; text-indent: 0in;&quot;&gt;&lt;span class=&quot;EOP&quot;&gt;&amp;nbsp;&lt;/span&gt;&lt;/p&gt;&lt;p class=&quot;zw-paragraph heading0&quot; data-hd-info=&quot;0&quot; data-header=&quot;0&quot; data-line-height=&quot;1.2&quot; data-margin-bottom=&quot;0pt&quot; data-margin-left=&quot;0in&quot; data-text-indent=&quot;0in&quot; data-textformat=&quot;{&amp;quot;ff&amp;quot;:&amp;quot;Roboto&amp;quot;,&amp;quot;fv&amp;quot;:&amp;quot;normal&amp;quot;,&amp;quot;td&amp;quot;:&amp;quot;none&amp;quot;,&amp;quot;cs&amp;quot;:&amp;quot;0pt&amp;quot;,&amp;quot;fw&amp;quot;:&amp;quot;none&amp;quot;,&amp;quot;fgc&amp;quot;:&amp;quot;rgb(0, 0, 0)&amp;quot;,&amp;quot;size&amp;quot;:&amp;quot;12.00&amp;quot;,&amp;quot;va&amp;quot;:&amp;quot;baseline&amp;quot;,&amp;quot;fw_i&amp;quot;:400,&amp;quot;type&amp;quot;:&amp;quot;text&amp;quot;,&amp;quot;fs&amp;quot;:&amp;quot;none&amp;quot;,&amp;quot;bgc&amp;quot;:&amp;quot;rgba(0, 0, 0, 0)&amp;quot;}&quot; data_styles=&quot;{&amp;quot;ff&amp;quot;:&amp;quot;Roboto&amp;quot;,&amp;quot;fv&amp;quot;:&amp;quot;normal&amp;quot;,&amp;quot;td&amp;quot;:&amp;quot;none&amp;quot;,&amp;quot;cs&amp;quot;:&amp;quot;0pt&amp;quot;,&amp;quot;fw&amp;quot;:&amp;quot;none&amp;quot;,&amp;quot;fgc&amp;quot;:&amp;quot;rgb(0, 0, 0)&amp;quot;,&amp;quot;size&amp;quot;:&amp;quot;12.00&amp;quot;,&amp;quot;va&amp;quot;:&amp;quot;baseline&amp;quot;,&amp;quot;fw_i&amp;quot;:400,&amp;quot;type&amp;quot;:&amp;quot;text&amp;quot;,&amp;quot;fs&amp;quot;:&amp;quot;none&amp;quot;,&amp;quot;bgc&amp;quot;:&amp;quot;rgba(0, 0, 0, 0)&amp;quot;}&quot; style=&quot;line-height: 1.2; margin: 0px 0px 0pt 0in; text-indent: 0in;&quot;&gt;&lt;span style=&quot;font-family: Roboto; font-size: 12pt; font-variant-east-asian: normal; font-variant-numeric: normal; letter-spacing: 0pt; vertical-align: baseline;&quot;&gt;We just derived something that sounds suspiciously like a moral principle starting from simple and obvious premises. That&#39;s a big deal when trying to refute moral nihilism, so let&#39;s run through it again.&lt;/span&gt;&lt;/p&gt;&lt;p class=&quot;zw-paragraph heading0&quot; data-hd-info=&quot;0&quot; data-header=&quot;0&quot; data-line-height=&quot;1.2&quot; data-margin-bottom=&quot;0pt&quot; data-margin-left=&quot;0in&quot; data-text-indent=&quot;0in&quot; data-textformat=&quot;{&amp;quot;ff&amp;quot;:&amp;quot;Roboto&amp;quot;,&amp;quot;fv&amp;quot;:&amp;quot;normal&amp;quot;,&amp;quot;td&amp;quot;:&amp;quot;none&amp;quot;,&amp;quot;cs&amp;quot;:&amp;quot;0pt&amp;quot;,&amp;quot;fw&amp;quot;:&amp;quot;none&amp;quot;,&amp;quot;fgc&amp;quot;:&amp;quot;rgb(0, 0, 0)&amp;quot;,&amp;quot;size&amp;quot;:&amp;quot;12.00&amp;quot;,&amp;quot;va&amp;quot;:&amp;quot;baseline&amp;quot;,&amp;quot;fw_i&amp;quot;:400,&amp;quot;type&amp;quot;:&amp;quot;text&amp;quot;,&amp;quot;fs&amp;quot;:&amp;quot;none&amp;quot;,&amp;quot;bgc&amp;quot;:&amp;quot;rgba(0, 0, 0, 0)&amp;quot;}&quot; data_styles=&quot;{&amp;quot;ff&amp;quot;:&amp;quot;Roboto&amp;quot;,&amp;quot;fv&amp;quot;:&amp;quot;normal&amp;quot;,&amp;quot;td&amp;quot;:&amp;quot;none&amp;quot;,&amp;quot;cs&amp;quot;:&amp;quot;0pt&amp;quot;,&amp;quot;fw&amp;quot;:&amp;quot;none&amp;quot;,&amp;quot;fgc&amp;quot;:&amp;quot;rgb(0, 0, 0)&amp;quot;,&amp;quot;size&amp;quot;:&amp;quot;12.00&amp;quot;,&amp;quot;va&amp;quot;:&amp;quot;baseline&amp;quot;,&amp;quot;fw_i&amp;quot;:400,&amp;quot;type&amp;quot;:&amp;quot;text&amp;quot;,&amp;quot;fs&amp;quot;:&amp;quot;none&amp;quot;,&amp;quot;bgc&amp;quot;:&amp;quot;rgba(0, 0, 0, 0)&amp;quot;}&quot; style=&quot;line-height: 1.2; margin: 0px 0px 0pt 0in; text-indent: 0in;&quot;&gt;&lt;span class=&quot;EOP&quot;&gt;&amp;nbsp;&lt;/span&gt;&lt;/p&gt;&lt;ol data-list-format=&quot;{&amp;quot;level0&amp;quot;:{&amp;quot;type&amp;quot;:0,&amp;quot;startsWith&amp;quot;:1,&amp;quot;c&amp;quot;:&amp;quot;\u0000.&amp;quot;},&amp;quot;level1&amp;quot;:{&amp;quot;type&amp;quot;:4,&amp;quot;startsWith&amp;quot;:1,&amp;quot;c&amp;quot;:&amp;quot;\u0001.&amp;quot;},&amp;quot;level2&amp;quot;:{&amp;quot;type&amp;quot;:2,&amp;quot;startsWith&amp;quot;:1,&amp;quot;c&amp;quot;:&amp;quot;\u0002.&amp;quot;},&amp;quot;level3&amp;quot;:{&amp;quot;type&amp;quot;:0,&amp;quot;startsWith&amp;quot;:1,&amp;quot;c&amp;quot;:&amp;quot;\u0003.&amp;quot;},&amp;quot;level4&amp;quot;:{&amp;quot;type&amp;quot;:4,&amp;quot;startsWith&amp;quot;:1,&amp;quot;c&amp;quot;:&amp;quot;\u0004.&amp;quot;},&amp;quot;level5&amp;quot;:{&amp;quot;type&amp;quot;:2,&amp;quot;startsWith&amp;quot;:1,&amp;quot;c&amp;quot;:&amp;quot;\u0005.&amp;quot;},&amp;quot;level6&amp;quot;:{&amp;quot;type&amp;quot;:0,&amp;quot;startsWith&amp;quot;:1,&amp;quot;c&amp;quot;:&amp;quot;\u0006.&amp;quot;},&amp;quot;level7&amp;quot;:{&amp;quot;type&amp;quot;:4,&amp;quot;startsWith&amp;quot;:1,&amp;quot;c&amp;quot;:&amp;quot;\u0007.&amp;quot;},&amp;quot;level8&amp;quot;:{&amp;quot;type&amp;quot;:2,&amp;quot;startsWith&amp;quot;:1,&amp;quot;c&amp;quot;:&amp;quot;\b.&amp;quot;}}&quot; data-list-id=&quot;90642374&quot; data-spl-bullet-format=&quot;{}&quot; style=&quot;list-style-image: initial; list-style-position: initial;&quot;&gt;&lt;li&gt;&lt;p class=&quot;zw-list zw-paragraph heading0&quot; data-hd-info=&quot;0&quot; data-header=&quot;0&quot; data-line-height=&quot;1.2&quot; data-list-id=&quot;90642374&quot; data-list-info=&quot;{&amp;quot;id&amp;quot;:90642374,&amp;quot;l&amp;quot;:0}&quot; data-margin-bottom=&quot;0pt&quot; data-margin-left=&quot;0.5in&quot; data-text-indent=&quot;-0.25in&quot; data-textformat=&quot;{&amp;quot;ff&amp;quot;:&amp;quot;Roboto&amp;quot;,&amp;quot;fv&amp;quot;:&amp;quot;normal&amp;quot;,&amp;quot;td&amp;quot;:&amp;quot;none&amp;quot;,&amp;quot;cs&amp;quot;:&amp;quot;0pt&amp;quot;,&amp;quot;fw&amp;quot;:&amp;quot;none&amp;quot;,&amp;quot;fgc&amp;quot;:&amp;quot;rgb(0, 0, 0)&amp;quot;,&amp;quot;size&amp;quot;:&amp;quot;12.00&amp;quot;,&amp;quot;va&amp;quot;:&amp;quot;baseline&amp;quot;,&amp;quot;fw_i&amp;quot;:400,&amp;quot;type&amp;quot;:&amp;quot;text&amp;quot;,&amp;quot;fs&amp;quot;:&amp;quot;none&amp;quot;,&amp;quot;bgc&amp;quot;:&amp;quot;rgba(0, 0, 0, 0)&amp;quot;}&quot; data_styles=&quot;{&amp;quot;ff&amp;quot;:&amp;quot;Roboto&amp;quot;,&amp;quot;fv&amp;quot;:&amp;quot;normal&amp;quot;,&amp;quot;td&amp;quot;:&amp;quot;none&amp;quot;,&amp;quot;cs&amp;quot;:&amp;quot;0pt&amp;quot;,&amp;quot;fw&amp;quot;:&amp;quot;none&amp;quot;,&amp;quot;fgc&amp;quot;:&amp;quot;rgb(0, 0, 0)&amp;quot;,&amp;quot;size&amp;quot;:&amp;quot;12.00&amp;quot;,&amp;quot;va&amp;quot;:&amp;quot;baseline&amp;quot;,&amp;quot;fw_i&amp;quot;:400,&amp;quot;type&amp;quot;:&amp;quot;text&amp;quot;,&amp;quot;fs&amp;quot;:&amp;quot;none&amp;quot;,&amp;quot;bgc&amp;quot;:&amp;quot;rgba(0, 0, 0, 0)&amp;quot;}&quot; style=&quot;line-height: 1.2; margin: 0px 0px 0pt;&quot;&gt;&lt;span style=&quot;font-family: Roboto; font-size: 12pt; font-variant-east-asian: normal; font-variant-numeric: normal; letter-spacing: 0pt; vertical-align: baseline;&quot;&gt;If you care about the fulfillment of people&#39;s values (which is to say, if you have meta-values) then you have some reason to favor voluntary interactions.&lt;/span&gt;&lt;/p&gt;&lt;/li&gt;&lt;/ol&gt;&lt;p class=&quot;zw-paragraph heading0&quot; data-hd-info=&quot;0&quot; data-header=&quot;0&quot; data-line-height=&quot;1.2&quot; data-margin-bottom=&quot;0pt&quot; data-margin-left=&quot;0in&quot; data-text-indent=&quot;0in&quot; data-textformat=&quot;{&amp;quot;ff&amp;quot;:&amp;quot;Roboto&amp;quot;,&amp;quot;fv&amp;quot;:&amp;quot;normal&amp;quot;,&amp;quot;td&amp;quot;:&amp;quot;none&amp;quot;,&amp;quot;cs&amp;quot;:&amp;quot;0pt&amp;quot;,&amp;quot;fw&amp;quot;:&amp;quot;none&amp;quot;,&amp;quot;fgc&amp;quot;:&amp;quot;rgb(0, 0, 0)&amp;quot;,&amp;quot;size&amp;quot;:&amp;quot;12.00&amp;quot;,&amp;quot;va&amp;quot;:&amp;quot;baseline&amp;quot;,&amp;quot;fw_i&amp;quot;:400,&amp;quot;type&amp;quot;:&amp;quot;text&amp;quot;,&amp;quot;fs&amp;quot;:&amp;quot;none&amp;quot;,&amp;quot;bgc&amp;quot;:&amp;quot;rgba(0, 0, 0, 0)&amp;quot;}&quot; data_styles=&quot;{&amp;quot;ff&amp;quot;:&amp;quot;Roboto&amp;quot;,&amp;quot;fv&amp;quot;:&amp;quot;normal&amp;quot;,&amp;quot;td&amp;quot;:&amp;quot;none&amp;quot;,&amp;quot;cs&amp;quot;:&amp;quot;0pt&amp;quot;,&amp;quot;fw&amp;quot;:&amp;quot;none&amp;quot;,&amp;quot;fgc&amp;quot;:&amp;quot;rgb(0, 0, 0)&amp;quot;,&amp;quot;size&amp;quot;:&amp;quot;12.00&amp;quot;,&amp;quot;va&amp;quot;:&amp;quot;baseline&amp;quot;,&amp;quot;fw_i&amp;quot;:400,&amp;quot;type&amp;quot;:&amp;quot;text&amp;quot;,&amp;quot;fs&amp;quot;:&amp;quot;none&amp;quot;,&amp;quot;bgc&amp;quot;:&amp;quot;rgba(0, 0, 0, 0)&amp;quot;}&quot; style=&quot;line-height: 1.2; margin: 0px 0px 0pt 0in; text-indent: 0in;&quot;&gt;&lt;span class=&quot;EOP&quot;&gt;&amp;nbsp;&lt;/span&gt;&lt;/p&gt;&lt;ol data-list-format=&quot;{&amp;quot;level0&amp;quot;:{&amp;quot;type&amp;quot;:0,&amp;quot;startsWith&amp;quot;:1,&amp;quot;c&amp;quot;:&amp;quot;\u0000.&amp;quot;},&amp;quot;level1&amp;quot;:{&amp;quot;type&amp;quot;:4,&amp;quot;startsWith&amp;quot;:1,&amp;quot;c&amp;quot;:&amp;quot;\u0001.&amp;quot;},&amp;quot;level2&amp;quot;:{&amp;quot;type&amp;quot;:2,&amp;quot;startsWith&amp;quot;:1,&amp;quot;c&amp;quot;:&amp;quot;\u0002.&amp;quot;},&amp;quot;level3&amp;quot;:{&amp;quot;type&amp;quot;:0,&amp;quot;startsWith&amp;quot;:1,&amp;quot;c&amp;quot;:&amp;quot;\u0003.&amp;quot;},&amp;quot;level4&amp;quot;:{&amp;quot;type&amp;quot;:4,&amp;quot;startsWith&amp;quot;:1,&amp;quot;c&amp;quot;:&amp;quot;\u0004.&amp;quot;},&amp;quot;level5&amp;quot;:{&amp;quot;type&amp;quot;:2,&amp;quot;startsWith&amp;quot;:1,&amp;quot;c&amp;quot;:&amp;quot;\u0005.&amp;quot;},&amp;quot;level6&amp;quot;:{&amp;quot;type&amp;quot;:0,&amp;quot;startsWith&amp;quot;:1,&amp;quot;c&amp;quot;:&amp;quot;\u0006.&amp;quot;},&amp;quot;level7&amp;quot;:{&amp;quot;type&amp;quot;:4,&amp;quot;startsWith&amp;quot;:1,&amp;quot;c&amp;quot;:&amp;quot;\u0007.&amp;quot;},&amp;quot;level8&amp;quot;:{&amp;quot;type&amp;quot;:2,&amp;quot;startsWith&amp;quot;:1,&amp;quot;c&amp;quot;:&amp;quot;\b.&amp;quot;}}&quot; data-list-id=&quot;90642374&quot; data-spl-bullet-format=&quot;{}&quot; start=&quot;2&quot; style=&quot;list-style-image: initial; list-style-position: initial;&quot;&gt;&lt;li&gt;&lt;p class=&quot;zw-list zw-paragraph heading0&quot; data-hd-info=&quot;0&quot; data-header=&quot;0&quot; data-line-height=&quot;1.2&quot; data-list-id=&quot;90642374&quot; data-list-info=&quot;{&amp;quot;id&amp;quot;:90642374,&amp;quot;l&amp;quot;:0}&quot; data-margin-bottom=&quot;0pt&quot; data-margin-left=&quot;0.5in&quot; data-text-indent=&quot;-0.25in&quot; data-textformat=&quot;{&amp;quot;ff&amp;quot;:&amp;quot;Roboto&amp;quot;,&amp;quot;fv&amp;quot;:&amp;quot;normal&amp;quot;,&amp;quot;td&amp;quot;:&amp;quot;none&amp;quot;,&amp;quot;cs&amp;quot;:&amp;quot;0pt&amp;quot;,&amp;quot;fw&amp;quot;:&amp;quot;none&amp;quot;,&amp;quot;fgc&amp;quot;:&amp;quot;rgb(0, 0, 0)&amp;quot;,&amp;quot;size&amp;quot;:&amp;quot;12.00&amp;quot;,&amp;quot;va&amp;quot;:&amp;quot;baseline&amp;quot;,&amp;quot;fw_i&amp;quot;:400,&amp;quot;type&amp;quot;:&amp;quot;text&amp;quot;,&amp;quot;fs&amp;quot;:&amp;quot;none&amp;quot;,&amp;quot;bgc&amp;quot;:&amp;quot;rgba(0, 0, 0, 0)&amp;quot;}&quot; data_styles=&quot;{&amp;quot;ff&amp;quot;:&amp;quot;Roboto&amp;quot;,&amp;quot;fv&amp;quot;:&amp;quot;normal&amp;quot;,&amp;quot;td&amp;quot;:&amp;quot;none&amp;quot;,&amp;quot;cs&amp;quot;:&amp;quot;0pt&amp;quot;,&amp;quot;fw&amp;quot;:&amp;quot;none&amp;quot;,&amp;quot;fgc&amp;quot;:&amp;quot;rgb(0, 0, 0)&amp;quot;,&amp;quot;size&amp;quot;:&amp;quot;12.00&amp;quot;,&amp;quot;va&amp;quot;:&amp;quot;baseline&amp;quot;,&amp;quot;fw_i&amp;quot;:400,&amp;quot;type&amp;quot;:&amp;quot;text&amp;quot;,&amp;quot;fs&amp;quot;:&amp;quot;none&amp;quot;,&amp;quot;bgc&amp;quot;:&amp;quot;rgba(0, 0, 0, 0)&amp;quot;}&quot; style=&quot;line-height: 1.2; margin: 0px 0px 0pt;&quot;&gt;&lt;span style=&quot;font-family: Roboto; font-size: 12pt; font-variant-east-asian: normal; font-variant-numeric: normal; letter-spacing: 0pt; vertical-align: baseline;&quot;&gt;You objectively do care about the fulfillment of people&#39;s values (wh&lt;/span&gt;&lt;span style=&quot;font-family: Roboto; font-size: 12pt; font-variant-east-asian: normal; font-variant-numeric: normal; letter-spacing: 0pt; vertical-align: baseline;&quot;&gt;.&lt;/span&gt;&lt;/p&gt;&lt;/li&gt;&lt;/ol&gt;&lt;p class=&quot;zw-paragraph heading0&quot; data-hd-info=&quot;0&quot; data-header=&quot;0&quot; data-line-height=&quot;1.2&quot; data-margin-bottom=&quot;0pt&quot; data-margin-left=&quot;0in&quot; data-text-indent=&quot;0in&quot; data-textformat=&quot;{&amp;quot;ff&amp;quot;:&amp;quot;Roboto&amp;quot;,&amp;quot;fv&amp;quot;:&amp;quot;normal&amp;quot;,&amp;quot;td&amp;quot;:&amp;quot;none&amp;quot;,&amp;quot;cs&amp;quot;:&amp;quot;0pt&amp;quot;,&amp;quot;fw&amp;quot;:&amp;quot;none&amp;quot;,&amp;quot;fgc&amp;quot;:&amp;quot;rgb(0, 0, 0)&amp;quot;,&amp;quot;size&amp;quot;:&amp;quot;12.00&amp;quot;,&amp;quot;va&amp;quot;:&amp;quot;baseline&amp;quot;,&amp;quot;fw_i&amp;quot;:400,&amp;quot;type&amp;quot;:&amp;quot;text&amp;quot;,&amp;quot;fs&amp;quot;:&amp;quot;none&amp;quot;,&amp;quot;bgc&amp;quot;:&amp;quot;rgba(0, 0, 0, 0)&amp;quot;}&quot; data_styles=&quot;{&amp;quot;ff&amp;quot;:&amp;quot;Roboto&amp;quot;,&amp;quot;fv&amp;quot;:&amp;quot;normal&amp;quot;,&amp;quot;td&amp;quot;:&amp;quot;none&amp;quot;,&amp;quot;cs&amp;quot;:&amp;quot;0pt&amp;quot;,&amp;quot;fw&amp;quot;:&amp;quot;none&amp;quot;,&amp;quot;fgc&amp;quot;:&amp;quot;rgb(0, 0, 0)&amp;quot;,&amp;quot;size&amp;quot;:&amp;quot;12.00&amp;quot;,&amp;quot;va&amp;quot;:&amp;quot;baseline&amp;quot;,&amp;quot;fw_i&amp;quot;:400,&amp;quot;type&amp;quot;:&amp;quot;text&amp;quot;,&amp;quot;fs&amp;quot;:&amp;quot;none&amp;quot;,&amp;quot;bgc&amp;quot;:&amp;quot;rgba(0, 0, 0, 0)&amp;quot;}&quot; style=&quot;line-height: 1.2; margin: 0px 0px 0pt 0in; text-indent: 0in;&quot;&gt;&lt;span class=&quot;EOP&quot;&gt;&amp;nbsp;&lt;/span&gt;&lt;/p&gt;&lt;p class=&quot;zw-paragraph heading0&quot; data-hd-info=&quot;0&quot; data-header=&quot;0&quot; data-line-height=&quot;1.2&quot; data-margin-bottom=&quot;0pt&quot; data-margin-left=&quot;0in&quot; data-text-indent=&quot;0in&quot; data-textformat=&quot;{&amp;quot;ff&amp;quot;:&amp;quot;Roboto&amp;quot;,&amp;quot;fv&amp;quot;:&amp;quot;normal&amp;quot;,&amp;quot;td&amp;quot;:&amp;quot;none&amp;quot;,&amp;quot;cs&amp;quot;:&amp;quot;0pt&amp;quot;,&amp;quot;fw&amp;quot;:&amp;quot;none&amp;quot;,&amp;quot;fgc&amp;quot;:&amp;quot;rgb(0, 0, 0)&amp;quot;,&amp;quot;size&amp;quot;:&amp;quot;12.00&amp;quot;,&amp;quot;va&amp;quot;:&amp;quot;baseline&amp;quot;,&amp;quot;fw_i&amp;quot;:400,&amp;quot;type&amp;quot;:&amp;quot;text&amp;quot;,&amp;quot;fs&amp;quot;:&amp;quot;none&amp;quot;,&amp;quot;bgc&amp;quot;:&amp;quot;rgba(0, 0, 0, 0)&amp;quot;}&quot; data_styles=&quot;{&amp;quot;ff&amp;quot;:&amp;quot;Roboto&amp;quot;,&amp;quot;fv&amp;quot;:&amp;quot;normal&amp;quot;,&amp;quot;td&amp;quot;:&amp;quot;none&amp;quot;,&amp;quot;cs&amp;quot;:&amp;quot;0pt&amp;quot;,&amp;quot;fw&amp;quot;:&amp;quot;none&amp;quot;,&amp;quot;fgc&amp;quot;:&amp;quot;rgb(0, 0, 0)&amp;quot;,&amp;quot;size&amp;quot;:&amp;quot;12.00&amp;quot;,&amp;quot;va&amp;quot;:&amp;quot;baseline&amp;quot;,&amp;quot;fw_i&amp;quot;:400,&amp;quot;type&amp;quot;:&amp;quot;text&amp;quot;,&amp;quot;fs&amp;quot;:&amp;quot;none&amp;quot;,&amp;quot;bgc&amp;quot;:&amp;quot;rgba(0, 0, 0, 0)&amp;quot;}&quot; style=&quot;line-height: 1.2; margin: 0px 0px 0pt 0in; text-indent: 0in;&quot;&gt;&lt;span style=&quot;font-family: Roboto; font-size: 12pt; font-variant-east-asian: normal; font-variant-numeric: normal; letter-spacing: 0pt; vertical-align: baseline;&quot;&gt;Therefore: &lt;/span&gt;&lt;/p&gt;&lt;ol data-list-format=&quot;{&amp;quot;level0&amp;quot;:{&amp;quot;type&amp;quot;:0,&amp;quot;startsWith&amp;quot;:1,&amp;quot;c&amp;quot;:&amp;quot;\u0000.&amp;quot;},&amp;quot;level1&amp;quot;:{&amp;quot;type&amp;quot;:4,&amp;quot;startsWith&amp;quot;:1,&amp;quot;c&amp;quot;:&amp;quot;\u0001.&amp;quot;},&amp;quot;level2&amp;quot;:{&amp;quot;type&amp;quot;:2,&amp;quot;startsWith&amp;quot;:1,&amp;quot;c&amp;quot;:&amp;quot;\u0002.&amp;quot;},&amp;quot;level3&amp;quot;:{&amp;quot;type&amp;quot;:0,&amp;quot;startsWith&amp;quot;:1,&amp;quot;c&amp;quot;:&amp;quot;\u0003.&amp;quot;},&amp;quot;level4&amp;quot;:{&amp;quot;type&amp;quot;:4,&amp;quot;startsWith&amp;quot;:1,&amp;quot;c&amp;quot;:&amp;quot;\u0004.&amp;quot;},&amp;quot;level5&amp;quot;:{&amp;quot;type&amp;quot;:2,&amp;quot;startsWith&amp;quot;:1,&amp;quot;c&amp;quot;:&amp;quot;\u0005.&amp;quot;},&amp;quot;level6&amp;quot;:{&amp;quot;type&amp;quot;:0,&amp;quot;startsWith&amp;quot;:1,&amp;quot;c&amp;quot;:&amp;quot;\u0006.&amp;quot;},&amp;quot;level7&amp;quot;:{&amp;quot;type&amp;quot;:4,&amp;quot;startsWith&amp;quot;:1,&amp;quot;c&amp;quot;:&amp;quot;\u0007.&amp;quot;},&amp;quot;level8&amp;quot;:{&amp;quot;type&amp;quot;:2,&amp;quot;startsWith&amp;quot;:1,&amp;quot;c&amp;quot;:&amp;quot;\b.&amp;quot;}}&quot; data-list-id=&quot;90642374&quot; data-spl-bullet-format=&quot;{}&quot; start=&quot;3&quot; style=&quot;list-style-image: initial; list-style-position: initial;&quot;&gt;&lt;li&gt;&lt;p class=&quot;zw-list zw-paragraph heading0&quot; data-hd-info=&quot;0&quot; data-header=&quot;0&quot; data-line-height=&quot;1.2&quot; data-list-id=&quot;90642374&quot; data-list-info=&quot;{&amp;quot;id&amp;quot;:90642374,&amp;quot;l&amp;quot;:0}&quot; data-margin-bottom=&quot;0pt&quot; data-margin-left=&quot;0.5in&quot; data-text-indent=&quot;-0.25in&quot; data-textformat=&quot;{&amp;quot;ff&amp;quot;:&amp;quot;Roboto&amp;quot;,&amp;quot;fv&amp;quot;:&amp;quot;normal&amp;quot;,&amp;quot;td&amp;quot;:&amp;quot;none&amp;quot;,&amp;quot;cs&amp;quot;:&amp;quot;0pt&amp;quot;,&amp;quot;fw&amp;quot;:&amp;quot;none&amp;quot;,&amp;quot;fgc&amp;quot;:&amp;quot;rgb(0, 0, 0)&amp;quot;,&amp;quot;size&amp;quot;:&amp;quot;12.00&amp;quot;,&amp;quot;va&amp;quot;:&amp;quot;baseline&amp;quot;,&amp;quot;fw_i&amp;quot;:400,&amp;quot;type&amp;quot;:&amp;quot;text&amp;quot;,&amp;quot;fs&amp;quot;:&amp;quot;none&amp;quot;,&amp;quot;bgc&amp;quot;:&amp;quot;rgba(0, 0, 0, 0)&amp;quot;}&quot; data_styles=&quot;{&amp;quot;ff&amp;quot;:&amp;quot;Roboto&amp;quot;,&amp;quot;fv&amp;quot;:&amp;quot;normal&amp;quot;,&amp;quot;td&amp;quot;:&amp;quot;none&amp;quot;,&amp;quot;cs&amp;quot;:&amp;quot;0pt&amp;quot;,&amp;quot;fw&amp;quot;:&amp;quot;none&amp;quot;,&amp;quot;fgc&amp;quot;:&amp;quot;rgb(0, 0, 0)&amp;quot;,&amp;quot;size&amp;quot;:&amp;quot;12.00&amp;quot;,&amp;quot;va&amp;quot;:&amp;quot;baseline&amp;quot;,&amp;quot;fw_i&amp;quot;:400,&amp;quot;type&amp;quot;:&amp;quot;text&amp;quot;,&amp;quot;fs&amp;quot;:&amp;quot;none&amp;quot;,&amp;quot;bgc&amp;quot;:&amp;quot;rgba(0, 0, 0, 0)&amp;quot;}&quot; style=&quot;line-height: 1.2; margin: 0px 0px 0pt;&quot;&gt;&lt;span style=&quot;font-family: Roboto; font-size: 12pt; font-variant-east-asian: normal; font-variant-numeric: normal; letter-spacing: 0pt; vertical-align: baseline;&quot;&gt;You have some reason to favor voluntary interactions.&lt;/span&gt;&lt;/p&gt;&lt;/li&gt;&lt;/ol&gt;&lt;p class=&quot;zw-paragraph heading0&quot; data-hd-info=&quot;0&quot; data-header=&quot;0&quot; data-line-height=&quot;1.2&quot; data-margin-bottom=&quot;0pt&quot; data-margin-left=&quot;0in&quot; data-text-indent=&quot;0in&quot; data-textformat=&quot;{&amp;quot;ff&amp;quot;:&amp;quot;Roboto&amp;quot;,&amp;quot;fv&amp;quot;:&amp;quot;normal&amp;quot;,&amp;quot;td&amp;quot;:&amp;quot;none&amp;quot;,&amp;quot;cs&amp;quot;:&amp;quot;0pt&amp;quot;,&amp;quot;fw&amp;quot;:&amp;quot;none&amp;quot;,&amp;quot;fgc&amp;quot;:&amp;quot;rgb(0, 0, 0)&amp;quot;,&amp;quot;size&amp;quot;:&amp;quot;12.00&amp;quot;,&amp;quot;va&amp;quot;:&amp;quot;baseline&amp;quot;,&amp;quot;fw_i&amp;quot;:400,&amp;quot;type&amp;quot;:&amp;quot;text&amp;quot;,&amp;quot;fs&amp;quot;:&amp;quot;none&amp;quot;,&amp;quot;bgc&amp;quot;:&amp;quot;rgba(0, 0, 0, 0)&amp;quot;}&quot; data_styles=&quot;{&amp;quot;ff&amp;quot;:&amp;quot;Roboto&amp;quot;,&amp;quot;fv&amp;quot;:&amp;quot;normal&amp;quot;,&amp;quot;td&amp;quot;:&amp;quot;none&amp;quot;,&amp;quot;cs&amp;quot;:&amp;quot;0pt&amp;quot;,&amp;quot;fw&amp;quot;:&amp;quot;none&amp;quot;,&amp;quot;fgc&amp;quot;:&amp;quot;rgb(0, 0, 0)&amp;quot;,&amp;quot;size&amp;quot;:&amp;quot;12.00&amp;quot;,&amp;quot;va&amp;quot;:&amp;quot;baseline&amp;quot;,&amp;quot;fw_i&amp;quot;:400,&amp;quot;type&amp;quot;:&amp;quot;text&amp;quot;,&amp;quot;fs&amp;quot;:&amp;quot;none&amp;quot;,&amp;quot;bgc&amp;quot;:&amp;quot;rgba(0, 0, 0, 0)&amp;quot;}&quot; style=&quot;line-height: 1.2; margin: 0px 0px 0pt 0in; text-indent: 0in;&quot;&gt;&lt;span class=&quot;EOP&quot;&gt;&amp;nbsp;&lt;/span&gt;&lt;/p&gt;&lt;p class=&quot;zw-paragraph heading0&quot; data-hd-info=&quot;0&quot; data-header=&quot;0&quot; data-line-height=&quot;1.2&quot; data-margin-bottom=&quot;0pt&quot; data-margin-left=&quot;0in&quot; data-text-indent=&quot;0in&quot; data-textformat=&quot;{&amp;quot;ff&amp;quot;:&amp;quot;Roboto&amp;quot;,&amp;quot;fv&amp;quot;:&amp;quot;normal&amp;quot;,&amp;quot;td&amp;quot;:&amp;quot;none&amp;quot;,&amp;quot;cs&amp;quot;:&amp;quot;0pt&amp;quot;,&amp;quot;fw&amp;quot;:&amp;quot;none&amp;quot;,&amp;quot;fgc&amp;quot;:&amp;quot;rgb(0, 0, 0)&amp;quot;,&amp;quot;size&amp;quot;:&amp;quot;12.00&amp;quot;,&amp;quot;va&amp;quot;:&amp;quot;baseline&amp;quot;,&amp;quot;fw_i&amp;quot;:400,&amp;quot;type&amp;quot;:&amp;quot;text&amp;quot;,&amp;quot;fs&amp;quot;:&amp;quot;none&amp;quot;,&amp;quot;bgc&amp;quot;:&amp;quot;rgba(0, 0, 0, 0)&amp;quot;}&quot; data_styles=&quot;{&amp;quot;ff&amp;quot;:&amp;quot;Roboto&amp;quot;,&amp;quot;fv&amp;quot;:&amp;quot;normal&amp;quot;,&amp;quot;td&amp;quot;:&amp;quot;none&amp;quot;,&amp;quot;cs&amp;quot;:&amp;quot;0pt&amp;quot;,&amp;quot;fw&amp;quot;:&amp;quot;none&amp;quot;,&amp;quot;fgc&amp;quot;:&amp;quot;rgb(0, 0, 0)&amp;quot;,&amp;quot;size&amp;quot;:&amp;quot;12.00&amp;quot;,&amp;quot;va&amp;quot;:&amp;quot;baseline&amp;quot;,&amp;quot;fw_i&amp;quot;:400,&amp;quot;type&amp;quot;:&amp;quot;text&amp;quot;,&amp;quot;fs&amp;quot;:&amp;quot;none&amp;quot;,&amp;quot;bgc&amp;quot;:&amp;quot;rgba(0, 0, 0, 0)&amp;quot;}&quot; style=&quot;line-height: 1.2; margin: 0px 0px 0pt 0in; text-indent: 0in;&quot;&gt;&lt;span style=&quot;font-family: Roboto; font-size: 12pt; font-variant-east-asian: normal; font-variant-numeric: normal; letter-spacing: 0pt; vertical-align: baseline;&quot;&gt;We have established a moral principle and it is objectively true that you should use it, given goals which you actually have. It is only a general principle. I have only said that you have some reason to favor voluntary interactions, not that all interactions must be voluntary. But general principles are still very useful. If a general principle is sound then you should go with it unless the reasons to do otherwise outweigh the reasons behind the principle. Perhaps there are other principles which will outweigh our voluntarist principle in certain situations, but the voluntarist principle still provides an objectively right and wrong way to act in the absence of other reasoning.&lt;/span&gt;&lt;/p&gt;&lt;p class=&quot;zw-paragraph heading0&quot; data-hd-info=&quot;0&quot; data-header=&quot;0&quot; data-line-height=&quot;1.2&quot; data-margin-bottom=&quot;0pt&quot; data-margin-left=&quot;0in&quot; data-text-indent=&quot;0in&quot; data-textformat=&quot;{&amp;quot;ff&amp;quot;:&amp;quot;Roboto&amp;quot;,&amp;quot;fv&amp;quot;:&amp;quot;normal&amp;quot;,&amp;quot;td&amp;quot;:&amp;quot;none&amp;quot;,&amp;quot;cs&amp;quot;:&amp;quot;0pt&amp;quot;,&amp;quot;fw&amp;quot;:&amp;quot;none&amp;quot;,&amp;quot;fgc&amp;quot;:&amp;quot;rgb(0, 0, 0)&amp;quot;,&amp;quot;size&amp;quot;:&amp;quot;12.00&amp;quot;,&amp;quot;va&amp;quot;:&amp;quot;baseline&amp;quot;,&amp;quot;fw_i&amp;quot;:400,&amp;quot;type&amp;quot;:&amp;quot;text&amp;quot;,&amp;quot;fs&amp;quot;:&amp;quot;none&amp;quot;,&amp;quot;bgc&amp;quot;:&amp;quot;rgba(0, 0, 0, 0)&amp;quot;}&quot; data_styles=&quot;{&amp;quot;ff&amp;quot;:&amp;quot;Roboto&amp;quot;,&amp;quot;fv&amp;quot;:&amp;quot;normal&amp;quot;,&amp;quot;td&amp;quot;:&amp;quot;none&amp;quot;,&amp;quot;cs&amp;quot;:&amp;quot;0pt&amp;quot;,&amp;quot;fw&amp;quot;:&amp;quot;none&amp;quot;,&amp;quot;fgc&amp;quot;:&amp;quot;rgb(0, 0, 0)&amp;quot;,&amp;quot;size&amp;quot;:&amp;quot;12.00&amp;quot;,&amp;quot;va&amp;quot;:&amp;quot;baseline&amp;quot;,&amp;quot;fw_i&amp;quot;:400,&amp;quot;type&amp;quot;:&amp;quot;text&amp;quot;,&amp;quot;fs&amp;quot;:&amp;quot;none&amp;quot;,&amp;quot;bgc&amp;quot;:&amp;quot;rgba(0, 0, 0, 0)&amp;quot;}&quot; style=&quot;line-height: 1.2; margin: 0px 0px 0pt 0in; text-indent: 0in;&quot;&gt;&lt;span class=&quot;EOP&quot;&gt;&amp;nbsp;&lt;/span&gt;&lt;/p&gt;&lt;p class=&quot;zw-paragraph&quot; data-line-height=&quot;1.2&quot; data-margin-bottom=&quot;0pt&quot; data-margin-left=&quot;0in&quot; data-text-indent=&quot;0in&quot; data-textformat=&quot;{&amp;quot;ff&amp;quot;:&amp;quot;Roboto&amp;quot;,&amp;quot;fv&amp;quot;:&amp;quot;normal&amp;quot;,&amp;quot;td&amp;quot;:&amp;quot;none&amp;quot;,&amp;quot;cs&amp;quot;:&amp;quot;0pt&amp;quot;,&amp;quot;fw&amp;quot;:&amp;quot;none&amp;quot;,&amp;quot;fgc&amp;quot;:&amp;quot;rgb(0, 0, 0)&amp;quot;,&amp;quot;size&amp;quot;:&amp;quot;12.00&amp;quot;,&amp;quot;va&amp;quot;:&amp;quot;baseline&amp;quot;,&amp;quot;fw_i&amp;quot;:400,&amp;quot;type&amp;quot;:&amp;quot;text&amp;quot;,&amp;quot;fs&amp;quot;:&amp;quot;none&amp;quot;,&amp;quot;bgc&amp;quot;:&amp;quot;rgba(0, 0, 0, 0)&amp;quot;}&quot; data_styles=&quot;{&amp;quot;ff&amp;quot;:&amp;quot;Roboto&amp;quot;,&amp;quot;fv&amp;quot;:&amp;quot;normal&amp;quot;,&amp;quot;td&amp;quot;:&amp;quot;none&amp;quot;,&amp;quot;cs&amp;quot;:&amp;quot;0pt&amp;quot;,&amp;quot;fw&amp;quot;:&amp;quot;none&amp;quot;,&amp;quot;fgc&amp;quot;:&amp;quot;rgb(0, 0, 0)&amp;quot;,&amp;quot;size&amp;quot;:&amp;quot;12.00&amp;quot;,&amp;quot;va&amp;quot;:&amp;quot;baseline&amp;quot;,&amp;quot;fw_i&amp;quot;:400,&amp;quot;type&amp;quot;:&amp;quot;text&amp;quot;,&amp;quot;fs&amp;quot;:&amp;quot;none&amp;quot;,&amp;quot;bgc&amp;quot;:&amp;quot;rgba(0, 0, 0, 0)&amp;quot;}&quot; style=&quot;line-height: 1.2; margin: 0px 0px 0pt 0in; text-indent: 0in;&quot;&gt;&lt;span style=&quot;font-family: Roboto; font-size: 12pt; font-variant-east-asian: normal; font-variant-numeric: normal; letter-spacing: 0pt; vertical-align: baseline;&quot;&gt;Let&#39;s apply our moral principle to the hypothetical from earlier. Should you harvest the organs from the one healthy patient to save the sick patients? Well, according to our general voluntarist principle, no. The healthy patient does not agree to it, and so it is not voluntary. Unless and until we have a countervailing principle, you have an answer to the question. You have meta-values. A general principle which helps you fulfil those meta-values is the voluntarist principle. Killing the healthy patient for his organs violates the voluntarist principle. Therefore you should not kill him. Perhaps you would argue that whether someone agrees to things is not the only way we can determine what people value, and so there is some other countervailing principle that would tell us that in fact we should butcher the innocent man. I will not comment on whether you are right about that, because by making that argument you&#39;re already conceding that there is an objectively correct way of achieving the goal of fulfilling meta-values. That is to say that by our working definition of morality there is an objectively moral course of action. You are just disagreeing on what that course of action is.&lt;/span&gt;&lt;/p&gt;&lt;p class=&quot;zw-paragraph&quot; data-line-height=&quot;1.2&quot; data-margin-bottom=&quot;0pt&quot; data-margin-left=&quot;0in&quot; data-text-indent=&quot;0in&quot; data-textformat=&quot;{&amp;quot;ff&amp;quot;:&amp;quot;Roboto&amp;quot;,&amp;quot;fv&amp;quot;:&amp;quot;normal&amp;quot;,&amp;quot;td&amp;quot;:&amp;quot;none&amp;quot;,&amp;quot;cs&amp;quot;:&amp;quot;0pt&amp;quot;,&amp;quot;fw&amp;quot;:&amp;quot;none&amp;quot;,&amp;quot;fgc&amp;quot;:&amp;quot;rgb(0, 0, 0)&amp;quot;,&amp;quot;size&amp;quot;:&amp;quot;12.00&amp;quot;,&amp;quot;va&amp;quot;:&amp;quot;baseline&amp;quot;,&amp;quot;fw_i&amp;quot;:400,&amp;quot;type&amp;quot;:&amp;quot;text&amp;quot;,&amp;quot;fs&amp;quot;:&amp;quot;none&amp;quot;,&amp;quot;bgc&amp;quot;:&amp;quot;rgba(0, 0, 0, 0)&amp;quot;}&quot; data_styles=&quot;{&amp;quot;ff&amp;quot;:&amp;quot;Roboto&amp;quot;,&amp;quot;fv&amp;quot;:&amp;quot;normal&amp;quot;,&amp;quot;td&amp;quot;:&amp;quot;none&amp;quot;,&amp;quot;cs&amp;quot;:&amp;quot;0pt&amp;quot;,&amp;quot;fw&amp;quot;:&amp;quot;none&amp;quot;,&amp;quot;fgc&amp;quot;:&amp;quot;rgb(0, 0, 0)&amp;quot;,&amp;quot;size&amp;quot;:&amp;quot;12.00&amp;quot;,&amp;quot;va&amp;quot;:&amp;quot;baseline&amp;quot;,&amp;quot;fw_i&amp;quot;:400,&amp;quot;type&amp;quot;:&amp;quot;text&amp;quot;,&amp;quot;fs&amp;quot;:&amp;quot;none&amp;quot;,&amp;quot;bgc&amp;quot;:&amp;quot;rgba(0, 0, 0, 0)&amp;quot;}&quot; style=&quot;line-height: 1.2; margin: 0px 0px 0pt 0in; text-indent: 0in;&quot;&gt;&lt;span class=&quot;EOP&quot;&gt;&amp;nbsp;&lt;/span&gt;&lt;/p&gt;&lt;p class=&quot;zw-paragraph&quot; data-line-height=&quot;1.2&quot; data-margin-bottom=&quot;0pt&quot; data-margin-left=&quot;0in&quot; data-text-indent=&quot;0in&quot; data-textformat=&quot;{&amp;quot;ff&amp;quot;:&amp;quot;Roboto&amp;quot;,&amp;quot;fv&amp;quot;:&amp;quot;normal&amp;quot;,&amp;quot;td&amp;quot;:&amp;quot;none&amp;quot;,&amp;quot;cs&amp;quot;:&amp;quot;0pt&amp;quot;,&amp;quot;fw&amp;quot;:&amp;quot;none&amp;quot;,&amp;quot;fgc&amp;quot;:&amp;quot;rgb(0, 0, 0)&amp;quot;,&amp;quot;size&amp;quot;:&amp;quot;12.00&amp;quot;,&amp;quot;va&amp;quot;:&amp;quot;baseline&amp;quot;,&amp;quot;fw_i&amp;quot;:400,&amp;quot;type&amp;quot;:&amp;quot;text&amp;quot;,&amp;quot;fs&amp;quot;:&amp;quot;none&amp;quot;,&amp;quot;bgc&amp;quot;:&amp;quot;rgba(0, 0, 0, 0)&amp;quot;}&quot; data_styles=&quot;{&amp;quot;ff&amp;quot;:&amp;quot;Roboto&amp;quot;,&amp;quot;fv&amp;quot;:&amp;quot;normal&amp;quot;,&amp;quot;td&amp;quot;:&amp;quot;none&amp;quot;,&amp;quot;cs&amp;quot;:&amp;quot;0pt&amp;quot;,&amp;quot;fw&amp;quot;:&amp;quot;none&amp;quot;,&amp;quot;fgc&amp;quot;:&amp;quot;rgb(0, 0, 0)&amp;quot;,&amp;quot;size&amp;quot;:&amp;quot;12.00&amp;quot;,&amp;quot;va&amp;quot;:&amp;quot;baseline&amp;quot;,&amp;quot;fw_i&amp;quot;:400,&amp;quot;type&amp;quot;:&amp;quot;text&amp;quot;,&amp;quot;fs&amp;quot;:&amp;quot;none&amp;quot;,&amp;quot;bgc&amp;quot;:&amp;quot;rgba(0, 0, 0, 0)&amp;quot;}&quot; style=&quot;line-height: 1.2; margin: 0px 0px 0pt 0in; text-indent: 0in;&quot;&gt;&lt;span style=&quot;font-family: Roboto; font-size: 12pt; font-variant-east-asian: normal; font-variant-numeric: normal; letter-spacing: 0pt; vertical-align: baseline;&quot;&gt;So, after our test-drive, what do you think? Morality as the &lt;/span&gt;&lt;span style=&quot;font-family: Roboto; font-size: 12pt; font-variant-east-asian: normal; font-variant-numeric: normal; letter-spacing: 0pt; vertical-align: baseline;&quot;&gt;analysis of how to fulfill meta-values seems to handle pretty well on the road, no?&lt;/span&gt;&lt;/p&gt;&lt;p class=&quot;zw-paragraph&quot; data-line-height=&quot;1.2&quot; data-margin-bottom=&quot;0pt&quot; data-margin-left=&quot;0in&quot; data-text-indent=&quot;0in&quot; data-textformat=&quot;{&amp;quot;ff&amp;quot;:&amp;quot;Roboto&amp;quot;,&amp;quot;fv&amp;quot;:&amp;quot;normal&amp;quot;,&amp;quot;td&amp;quot;:&amp;quot;none&amp;quot;,&amp;quot;cs&amp;quot;:&amp;quot;0pt&amp;quot;,&amp;quot;fw&amp;quot;:&amp;quot;none&amp;quot;,&amp;quot;fgc&amp;quot;:&amp;quot;rgb(0, 0, 0)&amp;quot;,&amp;quot;size&amp;quot;:&amp;quot;12.00&amp;quot;,&amp;quot;va&amp;quot;:&amp;quot;baseline&amp;quot;,&amp;quot;fw_i&amp;quot;:400,&amp;quot;type&amp;quot;:&amp;quot;text&amp;quot;,&amp;quot;fs&amp;quot;:&amp;quot;normal&amp;quot;,&amp;quot;bgc&amp;quot;:&amp;quot;rgba(0, 0, 0, 0)&amp;quot;}&quot; data_styles=&quot;{&amp;quot;ff&amp;quot;:&amp;quot;Roboto&amp;quot;,&amp;quot;fv&amp;quot;:&amp;quot;normal&amp;quot;,&amp;quot;td&amp;quot;:&amp;quot;none&amp;quot;,&amp;quot;cs&amp;quot;:&amp;quot;0pt&amp;quot;,&amp;quot;fw&amp;quot;:&amp;quot;none&amp;quot;,&amp;quot;fgc&amp;quot;:&amp;quot;rgb(0, 0, 0)&amp;quot;,&amp;quot;size&amp;quot;:&amp;quot;12.00&amp;quot;,&amp;quot;va&amp;quot;:&amp;quot;baseline&amp;quot;,&amp;quot;fw_i&amp;quot;:400,&amp;quot;type&amp;quot;:&amp;quot;text&amp;quot;,&amp;quot;fs&amp;quot;:&amp;quot;normal&amp;quot;,&amp;quot;bgc&amp;quot;:&amp;quot;rgba(0, 0, 0, 0)&amp;quot;}&quot; style=&quot;line-height: 1.2; margin: 0px 0px 0pt 0in; text-indent: 0in;&quot;&gt;&lt;span class=&quot;EOP&quot;&gt;&amp;nbsp;&lt;/span&gt;&lt;/p&gt;&lt;p class=&quot;zw-paragraph&quot; data-line-height=&quot;1.2&quot; data-margin-bottom=&quot;0pt&quot; data-margin-left=&quot;0in&quot; data-text-indent=&quot;0in&quot; data-textformat=&quot;{&amp;quot;ff&amp;quot;:&amp;quot;Roboto&amp;quot;,&amp;quot;fv&amp;quot;:&amp;quot;normal&amp;quot;,&amp;quot;td&amp;quot;:&amp;quot;none&amp;quot;,&amp;quot;cs&amp;quot;:&amp;quot;0pt&amp;quot;,&amp;quot;fw&amp;quot;:&amp;quot;none&amp;quot;,&amp;quot;fgc&amp;quot;:&amp;quot;rgb(0, 0, 0)&amp;quot;,&amp;quot;size&amp;quot;:&amp;quot;12.00&amp;quot;,&amp;quot;va&amp;quot;:&amp;quot;baseline&amp;quot;,&amp;quot;fw_i&amp;quot;:400,&amp;quot;type&amp;quot;:&amp;quot;text&amp;quot;,&amp;quot;fs&amp;quot;:&amp;quot;normal&amp;quot;,&amp;quot;bgc&amp;quot;:&amp;quot;rgba(0, 0, 0, 0)&amp;quot;}&quot; data_styles=&quot;{&amp;quot;ff&amp;quot;:&amp;quot;Roboto&amp;quot;,&amp;quot;fv&amp;quot;:&amp;quot;normal&amp;quot;,&amp;quot;td&amp;quot;:&amp;quot;none&amp;quot;,&amp;quot;cs&amp;quot;:&amp;quot;0pt&amp;quot;,&amp;quot;fw&amp;quot;:&amp;quot;none&amp;quot;,&amp;quot;fgc&amp;quot;:&amp;quot;rgb(0, 0, 0)&amp;quot;,&amp;quot;size&amp;quot;:&amp;quot;12.00&amp;quot;,&amp;quot;va&amp;quot;:&amp;quot;baseline&amp;quot;,&amp;quot;fw_i&amp;quot;:400,&amp;quot;type&amp;quot;:&amp;quot;text&amp;quot;,&amp;quot;fs&amp;quot;:&amp;quot;normal&amp;quot;,&amp;quot;bgc&amp;quot;:&amp;quot;rgba(0, 0, 0, 0)&amp;quot;}&quot; style=&quot;line-height: 1.2; margin: 0px 0px 0pt 0in; text-indent: 0in;&quot;&gt;&lt;span style=&quot;font-family: Roboto; font-size: 12pt; font-variant-east-asian: normal; font-variant-numeric: normal; letter-spacing: 0pt; vertical-align: baseline;&quot;&gt;I have found that at this point, skeptics of this model of morality will usually&lt;/span&gt;&lt;span style=&quot;font-family: Roboto; font-size: 12pt; font-variant-east-asian: normal; font-variant-numeric: normal; letter-spacing: 0pt; vertical-align: baseline;&quot;&gt; assert that this doesn&#39;t count as morality, even though this model allows us to engage in all the arguments people usually call moral arguments, and even produces principles that sound indistinguishable from moral principles. Sometimes they&#39;ll say &quot;it&#39;s not morality because it doesn&#39;t give a reason that you &lt;/span&gt;&lt;span style=&quot;font-family: Roboto; font-size: 12pt; font-style: italic; font-variant-east-asian: normal; font-variant-numeric: normal; letter-spacing: 0pt; vertical-align: baseline;&quot;&gt;ought &lt;/span&gt;&lt;span style=&quot;font-family: Roboto; font-size: 12pt; font-variant-east-asian: normal; font-variant-numeric: normal; letter-spacing: 0pt; vertical-align: baseline;&quot;&gt;to be moral&quot;. Except it does. Once again, &quot;ought&quot; must be in reference to a given goal (&quot;You ought to do x to achieve y&quot;). You &lt;/span&gt;&lt;span style=&quot;font-family: Roboto; font-size: 12pt; font-style: italic; font-variant-east-asian: normal; font-variant-numeric: normal; letter-spacing: 0pt; vertical-align: baseline;&quot;&gt;do&lt;/span&gt;&lt;span style=&quot;font-family: Roboto; font-size: 12pt; font-variant-east-asian: normal; font-variant-numeric: normal; letter-spacing: 0pt; vertical-align: baseline;&quot;&gt; have the goal of fulfilling people&#39;s values. That is a reason you ought to analyze &lt;/span&gt;&lt;span style=&quot;font-family: Roboto; font-size: 12pt; font-style: italic; font-variant-east-asian: normal; font-variant-numeric: normal; letter-spacing: 0pt; vertical-align: baseline;&quot;&gt;how&lt;/span&gt;&lt;span style=&quot;font-family: Roboto; font-size: 12pt; font-variant-east-asian: normal; font-variant-numeric: normal; letter-spacing: 0pt; vertical-align: baseline;&quot;&gt; to fulfill people&#39;s values. To me it seems that some people just &lt;/span&gt;&lt;span style=&quot;font-family: Roboto; font-size: 12pt; font-style: italic; font-variant-east-asian: normal; font-variant-numeric: normal; letter-spacing: 0pt; vertical-align: baseline;&quot;&gt;feel&lt;/span&gt;&lt;span style=&quot;font-family: Roboto; font-size: 12pt; font-variant-east-asian: normal; font-variant-numeric: normal; letter-spacing: 0pt; vertical-align: baseline;&quot;&gt; like it doesn&#39;t count as morality as soon as you define it to clearly. Unfortunately for those people, facts don&#39;t care about your feelings.&lt;/span&gt;&lt;/p&gt;&lt;p class=&quot;zw-paragraph&quot; data-line-height=&quot;1.2&quot; data-margin-bottom=&quot;0pt&quot; data-margin-left=&quot;0in&quot; data-text-indent=&quot;0in&quot; data-textformat=&quot;{&amp;quot;ff&amp;quot;:&amp;quot;Roboto&amp;quot;,&amp;quot;fv&amp;quot;:&amp;quot;normal&amp;quot;,&amp;quot;td&amp;quot;:&amp;quot;none&amp;quot;,&amp;quot;cs&amp;quot;:&amp;quot;0pt&amp;quot;,&amp;quot;fw&amp;quot;:&amp;quot;none&amp;quot;,&amp;quot;fgc&amp;quot;:&amp;quot;rgb(0, 0, 0)&amp;quot;,&amp;quot;size&amp;quot;:&amp;quot;12.00&amp;quot;,&amp;quot;va&amp;quot;:&amp;quot;baseline&amp;quot;,&amp;quot;fw_i&amp;quot;:400,&amp;quot;type&amp;quot;:&amp;quot;text&amp;quot;,&amp;quot;fs&amp;quot;:&amp;quot;none&amp;quot;,&amp;quot;bgc&amp;quot;:&amp;quot;rgba(0, 0, 0, 0)&amp;quot;}&quot; data_styles=&quot;{&amp;quot;ff&amp;quot;:&amp;quot;Roboto&amp;quot;,&amp;quot;fv&amp;quot;:&amp;quot;normal&amp;quot;,&amp;quot;td&amp;quot;:&amp;quot;none&amp;quot;,&amp;quot;cs&amp;quot;:&amp;quot;0pt&amp;quot;,&amp;quot;fw&amp;quot;:&amp;quot;none&amp;quot;,&amp;quot;fgc&amp;quot;:&amp;quot;rgb(0, 0, 0)&amp;quot;,&amp;quot;size&amp;quot;:&amp;quot;12.00&amp;quot;,&amp;quot;va&amp;quot;:&amp;quot;baseline&amp;quot;,&amp;quot;fw_i&amp;quot;:400,&amp;quot;type&amp;quot;:&amp;quot;text&amp;quot;,&amp;quot;fs&amp;quot;:&amp;quot;none&amp;quot;,&amp;quot;bgc&amp;quot;:&amp;quot;rgba(0, 0, 0, 0)&amp;quot;}&quot; style=&quot;line-height: 1.2; margin: 0px 0px 0pt 0in; text-indent: 0in;&quot;&gt;&lt;span class=&quot;EOP&quot;&gt;&amp;nbsp;&lt;/span&gt;&lt;/p&gt;&lt;p class=&quot;zw-paragraph heading0&quot; data-hd-info=&quot;0&quot; data-header=&quot;0&quot; data-line-height=&quot;1.2&quot; data-margin-bottom=&quot;0pt&quot; data-margin-left=&quot;0in&quot; data-text-indent=&quot;0in&quot; data-textformat=&quot;{&amp;quot;ff&amp;quot;:&amp;quot;Roboto&amp;quot;,&amp;quot;fv&amp;quot;:&amp;quot;normal&amp;quot;,&amp;quot;td&amp;quot;:&amp;quot;none&amp;quot;,&amp;quot;cs&amp;quot;:&amp;quot;0pt&amp;quot;,&amp;quot;fw&amp;quot;:&amp;quot;none&amp;quot;,&amp;quot;fgc&amp;quot;:&amp;quot;rgb(0, 0, 0)&amp;quot;,&amp;quot;size&amp;quot;:&amp;quot;12.00&amp;quot;,&amp;quot;va&amp;quot;:&amp;quot;baseline&amp;quot;,&amp;quot;fw_i&amp;quot;:400,&amp;quot;type&amp;quot;:&amp;quot;text&amp;quot;,&amp;quot;fs&amp;quot;:&amp;quot;none&amp;quot;,&amp;quot;bgc&amp;quot;:&amp;quot;rgba(0, 0, 0, 0)&amp;quot;}&quot; data_styles=&quot;{&amp;quot;ff&amp;quot;:&amp;quot;Roboto&amp;quot;,&amp;quot;fv&amp;quot;:&amp;quot;normal&amp;quot;,&amp;quot;td&amp;quot;:&amp;quot;none&amp;quot;,&amp;quot;cs&amp;quot;:&amp;quot;0pt&amp;quot;,&amp;quot;fw&amp;quot;:&amp;quot;none&amp;quot;,&amp;quot;fgc&amp;quot;:&amp;quot;rgb(0, 0, 0)&amp;quot;,&amp;quot;size&amp;quot;:&amp;quot;12.00&amp;quot;,&amp;quot;va&amp;quot;:&amp;quot;baseline&amp;quot;,&amp;quot;fw_i&amp;quot;:400,&amp;quot;type&amp;quot;:&amp;quot;text&amp;quot;,&amp;quot;fs&amp;quot;:&amp;quot;none&amp;quot;,&amp;quot;bgc&amp;quot;:&amp;quot;rgba(0, 0, 0, 0)&amp;quot;}&quot; style=&quot;line-height: 1.2; margin: 0px 0px 0pt 0in; text-indent: 0in;&quot;&gt;&lt;span style=&quot;font-family: Roboto; font-size: 12pt; font-variant-east-asian: normal; font-variant-numeric: normal; letter-spacing: 0pt; vertical-align: baseline;&quot;&gt;Another critique is that my conception of morality is redundant because it simply describes fulfilling your own values, and we already have a way of describing that. But that&#39;s not what my conception of morality is. My conception of morality is the methodology for fulfilling a specific subcategory of our values. Specifically, values which pertain to other values. Carpentry is also about a methodology for fulfilling a subcategory of our values, specifically values which can be fulfilled by wooden furniture. Good carpentry is a good methodology for producing (among other things) tables which stand up, because those are the kinds of tables we value. Good morality is a good methodology for fulfilling meta-values, because we do in fact hold meta-values. If my conception of morality is redundant, then so is our conception of carpentry.&lt;/span&gt;&lt;/p&gt;&lt;p class=&quot;zw-paragraph heading0&quot; data-hd-info=&quot;0&quot; data-header=&quot;0&quot; data-line-height=&quot;1.2&quot; data-margin-bottom=&quot;0pt&quot; data-margin-left=&quot;0in&quot; data-text-indent=&quot;0in&quot; data-textformat=&quot;{&amp;quot;ff&amp;quot;:&amp;quot;Roboto&amp;quot;,&amp;quot;fv&amp;quot;:&amp;quot;normal&amp;quot;,&amp;quot;td&amp;quot;:&amp;quot;none&amp;quot;,&amp;quot;cs&amp;quot;:&amp;quot;0pt&amp;quot;,&amp;quot;fw&amp;quot;:&amp;quot;none&amp;quot;,&amp;quot;fgc&amp;quot;:&amp;quot;rgb(0, 0, 0)&amp;quot;,&amp;quot;size&amp;quot;:&amp;quot;12.00&amp;quot;,&amp;quot;va&amp;quot;:&amp;quot;baseline&amp;quot;,&amp;quot;fw_i&amp;quot;:400,&amp;quot;type&amp;quot;:&amp;quot;text&amp;quot;,&amp;quot;fs&amp;quot;:&amp;quot;none&amp;quot;,&amp;quot;bgc&amp;quot;:&amp;quot;rgba(0, 0, 0, 0)&amp;quot;}&quot; data_styles=&quot;{&amp;quot;ff&amp;quot;:&amp;quot;Roboto&amp;quot;,&amp;quot;fv&amp;quot;:&amp;quot;normal&amp;quot;,&amp;quot;td&amp;quot;:&amp;quot;none&amp;quot;,&amp;quot;cs&amp;quot;:&amp;quot;0pt&amp;quot;,&amp;quot;fw&amp;quot;:&amp;quot;none&amp;quot;,&amp;quot;fgc&amp;quot;:&amp;quot;rgb(0, 0, 0)&amp;quot;,&amp;quot;size&amp;quot;:&amp;quot;12.00&amp;quot;,&amp;quot;va&amp;quot;:&amp;quot;baseline&amp;quot;,&amp;quot;fw_i&amp;quot;:400,&amp;quot;type&amp;quot;:&amp;quot;text&amp;quot;,&amp;quot;fs&amp;quot;:&amp;quot;none&amp;quot;,&amp;quot;bgc&amp;quot;:&amp;quot;rgba(0, 0, 0, 0)&amp;quot;}&quot; style=&quot;line-height: 1.2; margin: 0px 0px 0pt 0in; text-indent: 0in;&quot;&gt;&lt;span class=&quot;EOP&quot;&gt;&amp;nbsp;&lt;/span&gt;&lt;/p&gt;&lt;p class=&quot;zw-paragraph&quot; data-line-height=&quot;1.2&quot; data-margin-bottom=&quot;0pt&quot; data-margin-left=&quot;0in&quot; data-text-indent=&quot;0in&quot; data-textformat=&quot;{&amp;quot;ff&amp;quot;:&amp;quot;Roboto&amp;quot;,&amp;quot;fv&amp;quot;:&amp;quot;normal&amp;quot;,&amp;quot;td&amp;quot;:&amp;quot;none&amp;quot;,&amp;quot;cs&amp;quot;:&amp;quot;0pt&amp;quot;,&amp;quot;fw&amp;quot;:&amp;quot;none&amp;quot;,&amp;quot;fgc&amp;quot;:&amp;quot;rgb(0, 0, 0)&amp;quot;,&amp;quot;size&amp;quot;:&amp;quot;12.00&amp;quot;,&amp;quot;va&amp;quot;:&amp;quot;baseline&amp;quot;,&amp;quot;fw_i&amp;quot;:400,&amp;quot;type&amp;quot;:&amp;quot;text&amp;quot;,&amp;quot;fs&amp;quot;:&amp;quot;none&amp;quot;,&amp;quot;bgc&amp;quot;:&amp;quot;rgba(0, 0, 0, 0)&amp;quot;}&quot; data_styles=&quot;{&amp;quot;ff&amp;quot;:&amp;quot;Roboto&amp;quot;,&amp;quot;fv&amp;quot;:&amp;quot;normal&amp;quot;,&amp;quot;td&amp;quot;:&amp;quot;none&amp;quot;,&amp;quot;cs&amp;quot;:&amp;quot;0pt&amp;quot;,&amp;quot;fw&amp;quot;:&amp;quot;none&amp;quot;,&amp;quot;fgc&amp;quot;:&amp;quot;rgb(0, 0, 0)&amp;quot;,&amp;quot;size&amp;quot;:&amp;quot;12.00&amp;quot;,&amp;quot;va&amp;quot;:&amp;quot;baseline&amp;quot;,&amp;quot;fw_i&amp;quot;:400,&amp;quot;type&amp;quot;:&amp;quot;text&amp;quot;,&amp;quot;fs&amp;quot;:&amp;quot;none&amp;quot;,&amp;quot;bgc&amp;quot;:&amp;quot;rgba(0, 0, 0, 0)&amp;quot;}&quot; style=&quot;line-height: 1.2; margin: 0px 0px 0pt 0in; text-indent: 0in;&quot;&gt;&lt;span style=&quot;font-family: Roboto; font-size: 12pt; font-variant-east-asian: normal; font-variant-numeric: normal; letter-spacing: 0pt; vertical-align: baseline;&quot;&gt;It&#39;s also worth clarifying that my conception of morality does not necessarily advocate self-sacrifice. You are interested in other people fulfilling their values, but you are also interested in fulfilling your own. A good meta-value analysis will include your own values as well. A good way to illustrate this is to point out that a man who does nothing to help or hurt anyone else, but does make himself happy, is a good man. &lt;/span&gt;&lt;/p&gt;&lt;p class=&quot;zw-paragraph&quot; data-line-height=&quot;1.2&quot; data-margin-bottom=&quot;0pt&quot; data-textformat=&quot;{&amp;quot;ff&amp;quot;:&amp;quot;Roboto&amp;quot;,&amp;quot;fv&amp;quot;:&amp;quot;normal&amp;quot;,&amp;quot;td&amp;quot;:&amp;quot;none&amp;quot;,&amp;quot;cs&amp;quot;:&amp;quot;0pt&amp;quot;,&amp;quot;fw&amp;quot;:&amp;quot;none&amp;quot;,&amp;quot;fgc&amp;quot;:&amp;quot;rgb(0, 0, 0)&amp;quot;,&amp;quot;size&amp;quot;:&amp;quot;12.00&amp;quot;,&amp;quot;va&amp;quot;:&amp;quot;baseline&amp;quot;,&amp;quot;fw_i&amp;quot;:400,&amp;quot;type&amp;quot;:&amp;quot;text&amp;quot;,&amp;quot;fs&amp;quot;:&amp;quot;none&amp;quot;,&amp;quot;bgc&amp;quot;:&amp;quot;rgba(0, 0, 0, 0)&amp;quot;}&quot; data_styles=&quot;{&amp;quot;ff&amp;quot;:&amp;quot;Roboto&amp;quot;,&amp;quot;fv&amp;quot;:&amp;quot;normal&amp;quot;,&amp;quot;td&amp;quot;:&amp;quot;none&amp;quot;,&amp;quot;cs&amp;quot;:&amp;quot;0pt&amp;quot;,&amp;quot;fw&amp;quot;:&amp;quot;none&amp;quot;,&amp;quot;fgc&amp;quot;:&amp;quot;rgb(0, 0, 0)&amp;quot;,&amp;quot;size&amp;quot;:&amp;quot;12.00&amp;quot;,&amp;quot;va&amp;quot;:&amp;quot;baseline&amp;quot;,&amp;quot;fw_i&amp;quot;:400,&amp;quot;type&amp;quot;:&amp;quot;text&amp;quot;,&amp;quot;fs&amp;quot;:&amp;quot;none&amp;quot;,&amp;quot;bgc&amp;quot;:&amp;quot;rgba(0, 0, 0, 0)&amp;quot;}&quot; style=&quot;line-height: 1.2; margin: 0px 0px 0pt;&quot;&gt;&lt;span class=&quot;EOP&quot;&gt;&amp;nbsp;&lt;/span&gt;&lt;/p&gt;&lt;p class=&quot;zw-paragraph&quot; data-line-height=&quot;1.2&quot; data-margin-bottom=&quot;0pt&quot; data-textformat=&quot;{&amp;quot;ff&amp;quot;:&amp;quot;Roboto&amp;quot;,&amp;quot;fv&amp;quot;:&amp;quot;normal&amp;quot;,&amp;quot;td&amp;quot;:&amp;quot;none&amp;quot;,&amp;quot;cs&amp;quot;:&amp;quot;0pt&amp;quot;,&amp;quot;fw&amp;quot;:&amp;quot;none&amp;quot;,&amp;quot;fgc&amp;quot;:&amp;quot;rgb(0, 0, 0)&amp;quot;,&amp;quot;size&amp;quot;:&amp;quot;12.00&amp;quot;,&amp;quot;va&amp;quot;:&amp;quot;baseline&amp;quot;,&amp;quot;fw_i&amp;quot;:400,&amp;quot;type&amp;quot;:&amp;quot;text&amp;quot;,&amp;quot;fs&amp;quot;:&amp;quot;none&amp;quot;,&amp;quot;bgc&amp;quot;:&amp;quot;rgba(0, 0, 0, 0)&amp;quot;}&quot; data_styles=&quot;{&amp;quot;ff&amp;quot;:&amp;quot;Roboto&amp;quot;,&amp;quot;fv&amp;quot;:&amp;quot;normal&amp;quot;,&amp;quot;td&amp;quot;:&amp;quot;none&amp;quot;,&amp;quot;cs&amp;quot;:&amp;quot;0pt&amp;quot;,&amp;quot;fw&amp;quot;:&amp;quot;none&amp;quot;,&amp;quot;fgc&amp;quot;:&amp;quot;rgb(0, 0, 0)&amp;quot;,&amp;quot;size&amp;quot;:&amp;quot;12.00&amp;quot;,&amp;quot;va&amp;quot;:&amp;quot;baseline&amp;quot;,&amp;quot;fw_i&amp;quot;:400,&amp;quot;type&amp;quot;:&amp;quot;text&amp;quot;,&amp;quot;fs&amp;quot;:&amp;quot;none&amp;quot;,&amp;quot;bgc&amp;quot;:&amp;quot;rgba(0, 0, 0, 0)&amp;quot;}&quot; style=&quot;line-height: 1.2; margin: 0px 0px 0pt;&quot;&gt;&lt;span style=&quot;font-family: Roboto; font-size: 12pt; font-variant-east-asian: normal; font-variant-numeric: normal; font-weight: 700; letter-spacing: 0pt; vertical-align: baseline;&quot;&gt;Conclusion&lt;/span&gt;&lt;br class=&quot;zw-br&quot; /&gt;&lt;br class=&quot;zw-br&quot; /&gt;&lt;span style=&quot;font-family: Roboto; font-size: 12pt; font-variant-east-asian: normal; font-variant-numeric: normal; letter-spacing: 0pt; vertical-align: baseline;&quot;&gt;This does not mean that morality &lt;/span&gt;&lt;span style=&quot;font-family: Roboto; font-size: 12pt; font-style: italic; font-variant-east-asian: normal; font-variant-numeric: normal; letter-spacing: 0pt; vertical-align: baseline;&quot;&gt;must necessarily&lt;/span&gt;&lt;span style=&quot;font-family: Roboto; font-size: 12pt; font-variant-east-asian: normal; font-variant-numeric: normal; letter-spacing: 0pt; vertical-align: baseline;&quot;&gt; be defined in terms of the fulfillment of meta-values. Please don&#39;t go away from this article thinking&lt;/span&gt;&lt;span style=&quot;font-family: Roboto; font-size: 12pt; font-variant-east-asian: normal; font-variant-numeric: normal; letter-spacing: 0pt; vertical-align: baseline;&quot;&gt; that I think I&#39;ve just solved morality—I am aware that I have not. &lt;/span&gt;&lt;span style=&quot;font-family: Roboto; font-size: 12pt; font-variant-east-asian: normal; font-variant-numeric: normal; letter-spacing: 0pt; vertical-align: baseline;&quot;&gt; Perhaps there is some other valid conception of morality which is not defined by meta-values at all. After all, definitions are always imperfect simplifications of the intuitions and associations that a word actually provokes in people&#39;s minds. However, the fact that my definition seems to work seamlessly in every argument about the morality of any given action, it&#39;s hard to argue that it&#39;s not &lt;/span&gt;&lt;span style=&quot;font-family: Roboto; font-size: 12pt; font-style: italic; font-variant-east-asian: normal; font-variant-numeric: normal; letter-spacing: 0pt; vertical-align: baseline;&quot;&gt;a &lt;/span&gt;&lt;span style=&quot;font-family: Roboto; font-size: 12pt; font-variant-east-asian: normal; font-variant-numeric: normal; letter-spacing: 0pt; vertical-align: baseline;&quot;&gt;valid conception of morality.&lt;/span&gt;&lt;/p&gt;&lt;p class=&quot;zw-paragraph&quot; data-line-height=&quot;1.2&quot; data-margin-bottom=&quot;0pt&quot; data-textformat=&quot;{&amp;quot;ff&amp;quot;:&amp;quot;Roboto&amp;quot;,&amp;quot;fv&amp;quot;:&amp;quot;normal&amp;quot;,&amp;quot;td&amp;quot;:&amp;quot;none&amp;quot;,&amp;quot;cs&amp;quot;:&amp;quot;0pt&amp;quot;,&amp;quot;fw&amp;quot;:&amp;quot;none&amp;quot;,&amp;quot;fgc&amp;quot;:&amp;quot;rgb(0, 0, 0)&amp;quot;,&amp;quot;size&amp;quot;:&amp;quot;12.00&amp;quot;,&amp;quot;va&amp;quot;:&amp;quot;baseline&amp;quot;,&amp;quot;fw_i&amp;quot;:400,&amp;quot;type&amp;quot;:&amp;quot;text&amp;quot;,&amp;quot;fs&amp;quot;:&amp;quot;none&amp;quot;,&amp;quot;bgc&amp;quot;:&amp;quot;rgba(0, 0, 0, 0)&amp;quot;}&quot; data_styles=&quot;{&amp;quot;ff&amp;quot;:&amp;quot;Roboto&amp;quot;,&amp;quot;fv&amp;quot;:&amp;quot;normal&amp;quot;,&amp;quot;td&amp;quot;:&amp;quot;none&amp;quot;,&amp;quot;cs&amp;quot;:&amp;quot;0pt&amp;quot;,&amp;quot;fw&amp;quot;:&amp;quot;none&amp;quot;,&amp;quot;fgc&amp;quot;:&amp;quot;rgb(0, 0, 0)&amp;quot;,&amp;quot;size&amp;quot;:&amp;quot;12.00&amp;quot;,&amp;quot;va&amp;quot;:&amp;quot;baseline&amp;quot;,&amp;quot;fw_i&amp;quot;:400,&amp;quot;type&amp;quot;:&amp;quot;text&amp;quot;,&amp;quot;fs&amp;quot;:&amp;quot;none&amp;quot;,&amp;quot;bgc&amp;quot;:&amp;quot;rgba(0, 0, 0, 0)&amp;quot;}&quot; style=&quot;line-height: 1.2; margin: 0px 0px 0pt;&quot;&gt;&lt;span class=&quot;EOP&quot;&gt;&amp;nbsp;&lt;/span&gt;&lt;/p&gt;&lt;p class=&quot;zw-paragraph&quot; data-line-height=&quot;1.2&quot; data-margin-bottom=&quot;0pt&quot; data-textformat=&quot;{&amp;quot;ff&amp;quot;:&amp;quot;Roboto&amp;quot;,&amp;quot;fv&amp;quot;:&amp;quot;normal&amp;quot;,&amp;quot;td&amp;quot;:&amp;quot;none&amp;quot;,&amp;quot;cs&amp;quot;:&amp;quot;0pt&amp;quot;,&amp;quot;fw&amp;quot;:&amp;quot;none&amp;quot;,&amp;quot;fgc&amp;quot;:&amp;quot;rgb(0, 0, 0)&amp;quot;,&amp;quot;size&amp;quot;:&amp;quot;12.00&amp;quot;,&amp;quot;va&amp;quot;:&amp;quot;baseline&amp;quot;,&amp;quot;fw_i&amp;quot;:400,&amp;quot;type&amp;quot;:&amp;quot;text&amp;quot;,&amp;quot;fs&amp;quot;:&amp;quot;none&amp;quot;,&amp;quot;bgc&amp;quot;:&amp;quot;rgba(0, 0, 0, 0)&amp;quot;}&quot; data_styles=&quot;{&amp;quot;ff&amp;quot;:&amp;quot;Roboto&amp;quot;,&amp;quot;fv&amp;quot;:&amp;quot;normal&amp;quot;,&amp;quot;td&amp;quot;:&amp;quot;none&amp;quot;,&amp;quot;cs&amp;quot;:&amp;quot;0pt&amp;quot;,&amp;quot;fw&amp;quot;:&amp;quot;none&amp;quot;,&amp;quot;fgc&amp;quot;:&amp;quot;rgb(0, 0, 0)&amp;quot;,&amp;quot;size&amp;quot;:&amp;quot;12.00&amp;quot;,&amp;quot;va&amp;quot;:&amp;quot;baseline&amp;quot;,&amp;quot;fw_i&amp;quot;:400,&amp;quot;type&amp;quot;:&amp;quot;text&amp;quot;,&amp;quot;fs&amp;quot;:&amp;quot;none&amp;quot;,&amp;quot;bgc&amp;quot;:&amp;quot;rgba(0, 0, 0, 0)&amp;quot;}&quot; style=&quot;line-height: 1.2; margin: 0px 0px 0pt;&quot;&gt;&lt;span style=&quot;font-family: Roboto; font-size: 12pt; font-variant-east-asian: normal; font-variant-numeric: normal; letter-spacing: 0pt; vertical-align: baseline;&quot;&gt;That is all that is necessary to refute moral nihilism—one valid conception of morality which is objectively determinable and provides a prescriptive &quot;ought&quot; for you to fulfill. You objectively do hold some meta-values and there are objectively right and wrong ways to fulfill these meta-values. Therefore, morality is a real thing that you should consider in your life; and even if you&#39;re a moral nihilist, you undoubtedly already do.&lt;/span&gt;&lt;/p&gt;&lt;div class=&quot;footnote-elements&quot;&gt;&lt;hr /&gt;&lt;div data-section-node=&quot;true&quot; name=&quot;footnote_02586159588847503&quot;&gt;&lt;a name=&quot;footnote_02586159588847503&quot;&gt;&lt;span data-footnote-id=&quot;footnote_02586159588847503&quot; data-footnote-info=&quot;{}&quot; data-text-info=&quot;{&amp;quot;cls&amp;quot;:&amp;quot;footnote&amp;quot;}&quot; style=&quot;font-family: Roboto; font-size: 12pt; vertical-align: super;&quot;&gt;[1]&lt;/span&gt;&lt;/a&gt;&lt;p class=&quot;zw-paragraph&quot; data-doc-id=&quot;6454631000000356014&quot; data-line-height=&quot;1.2&quot; data-margin-bottom=&quot;0pt&quot; style=&quot;line-height: 1.2; margin: 0px 0px 0pt;&quot;&gt;&lt;span style=&quot;font-family: Roboto; font-size: 12pt;&quot;&gt;Yes, I use &quot;morality&quot; and &quot;ethics&quot; interchangeably. I&#39;ll leave the question of whether that turns my writing into incomprehensible gobbledygook up to you.&lt;/span&gt;&lt;/p&gt;&lt;/div&gt;&lt;div data-section-node=&quot;true&quot; name=&quot;footnote_07956794815333776&quot;&gt;&lt;a name=&quot;footnote_07956794815333776&quot;&gt;&lt;span data-footnote-id=&quot;footnote_07956794815333776&quot; data-footnote-info=&quot;{}&quot; data-text-info=&quot;{&amp;quot;cls&amp;quot;:&amp;quot;footnote&amp;quot;}&quot; style=&quot;font-family: Roboto; font-size: 12pt; vertical-align: super;&quot;&gt;[2]&lt;/span&gt;&lt;/a&gt;&lt;p class=&quot;zw-paragraph&quot; data-doc-id=&quot;6454631000000356014&quot; data-line-height=&quot;1.2&quot; data-margin-bottom=&quot;0pt&quot; style=&quot;line-height: 1.2; margin: 0px 0px 0pt;&quot;&gt;&lt;span style=&quot;font-family: Roboto; font-size: 12pt; font-variant-east-asian: normal; font-variant-numeric: normal; letter-spacing: 0pt; vertical-align: baseline;&quot;&gt;...To quote a man who, curiously, was &lt;/span&gt;&lt;span style=&quot;font-family: Roboto; font-size: 12pt; font-style: italic; font-variant-east-asian: normal; font-variant-numeric: normal; letter-spacing: 0pt; vertical-align: baseline;&quot;&gt;not&lt;/span&gt;&lt;span style=&quot;font-family: Roboto; font-size: 12pt; font-variant-east-asian: normal; font-variant-numeric: normal; letter-spacing: 0pt; vertical-align: baseline;&quot;&gt;&amp;nbsp;&lt;/span&gt;&lt;span style=&quot;font-family: Roboto; font-size: 12pt; font-variant-east-asian: normal; font-variant-numeric: normal; letter-spacing: 0pt; vertical-align: baseline;&quot;&gt;a nihilist.&lt;/span&gt;&lt;/p&gt;&lt;/div&gt;&lt;div data-section-node=&quot;true&quot; name=&quot;footnote_07426723535630539&quot;&gt;&lt;a name=&quot;footnote_07426723535630539&quot;&gt;&lt;span data-footnote-id=&quot;footnote_07426723535630539&quot; data-footnote-info=&quot;{}&quot; data-text-info=&quot;{&amp;quot;cls&amp;quot;:&amp;quot;footnote&amp;quot;}&quot; style=&quot;font-family: Roboto; font-size: 12pt; vertical-align: super;&quot;&gt;[3]&lt;/span&gt;&lt;/a&gt;&lt;p class=&quot;zw-paragraph&quot; data-doc-id=&quot;6454631000000356014&quot; data-line-height=&quot;1.2&quot; data-margin-bottom=&quot;0pt&quot; style=&quot;line-height: 1.2; margin: 0px 0px 0pt;&quot;&gt;&lt;span style=&quot;font-family: Roboto; font-size: 12pt;&quot;&gt;Yes, this does assume some level of rational self-interest. However, this assumption usually sound. Consider a man who feeds you when you&#39;re hungry, clothes you when you&#39;re naked, entertains you when you&#39;re bored, etc. That man would be absurdly altruistic towards you. This is why economists generally use the assumption of rational self-interest. We sometimes fail to make the best decisions for ourselves, however we do things for ourselves more than we do things for others, and more than others do for us, so the assumption works most of the time. Compounding this is the fact that many social systems (the stock market, for example) select out those who fail to act in their rational self-interest. An investor who fails to make a profit ends up with less money to invest in the stock market, meaning that the assumption that stock markets consist of people acting in their rational self-interest is even stronger. Many, perhaps most social systems have this filtering effect to some degree, further justifying the rational self-interest assumption.&amp;nbsp;&lt;/span&gt;&lt;/p&gt;&lt;/div&gt;&lt;/div&gt;</content><link rel='edit' type='application/atom+xml' href='http://www.blogger.com/feeds/6419051765409376063/posts/default/7932041167817435591'/><link rel='self' type='application/atom+xml' href='http://www.blogger.com/feeds/6419051765409376063/posts/default/7932041167817435591'/><link rel='alternate' type='text/html' href='http://dannyduchamp.blogspot.com/2021/07/against-moral-nihilism.html' title='Against Moral Nihilism'/><author><name>dannyduchamp</name><uri>http://www.blogger.com/profile/11905056707781858750</uri><email>noreply@blogger.com</email><gd:image rel='http://schemas.google.com/g/2005#thumbnail' width='16' height='16' src='https://img1.blogblog.com/img/b16-rounded.gif'/></author></entry><entry><id>tag:blogger.com,1999:blog-6419051765409376063.post-2555724103283572060</id><published>2020-09-18T22:17:00.002-07:00</published><updated>2020-09-19T02:16:09.432-07:00</updated><title type='text'>Liberty Is Property</title><content type='html'>&lt;div class=&quot;separator&quot; style=&quot;clear: both; text-align: center;&quot;&gt;&lt;a href=&quot;https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjIstYikWUO0sb5XOrhpyKaAs7T6tf3dnJvvjj-zM1EWqZn_3ENOm04Ib-rDB889FmeIvgLmo8eCqBIH5lkGmU_jVstdqhnC0vQPlHmO70I9RprG3Ni7awIDMrRSx7R4pP9Pa6llmga94g/s2048/shutterstock_1560507977.jpg&quot; style=&quot;margin-left: 1em; margin-right: 1em;&quot;&gt;&lt;span style=&quot;font-family: inherit;&quot;&gt;&lt;img border=&quot;0&quot; data-original-height=&quot;1365&quot; data-original-width=&quot;2048&quot; src=&quot;https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjIstYikWUO0sb5XOrhpyKaAs7T6tf3dnJvvjj-zM1EWqZn_3ENOm04Ib-rDB889FmeIvgLmo8eCqBIH5lkGmU_jVstdqhnC0vQPlHmO70I9RprG3Ni7awIDMrRSx7R4pP9Pa6llmga94g/s320/shutterstock_1560507977.jpg&quot; width=&quot;320&quot; /&gt;&lt;/span&gt;&lt;/a&gt;&lt;/div&gt;&lt;div class=&quot;separator&quot; style=&quot;clear: both; text-align: center;&quot;&gt;&lt;span style=&quot;font-family: inherit;&quot;&gt;[there is a video version of this article here:&amp;nbsp;&lt;a href=&quot;https://youtu.be/7F2IksW3J9g&quot;&gt;https://youtu.be/7F2IksW3J9g&lt;/a&gt;]&lt;/span&gt;&lt;/div&gt;&lt;div class=&quot;separator&quot; style=&quot;clear: both; text-align: center;&quot;&gt;&lt;span style=&quot;font-family: inherit;&quot;&gt;&lt;br /&gt;&lt;/span&gt;&lt;/div&gt;&lt;p class=&quot;zw-paragraph heading0&quot; data-hd-info=&quot;0&quot; data-header=&quot;0&quot; data-margin-bottom=&quot;0pt&quot; style=&quot;margin: 0px 0px 0pt;&quot;&gt;&lt;span style=&quot;font-family: inherit;&quot;&gt;&lt;span&gt;Liberty and property are such closely related concepts that it makes &lt;/span&gt;&lt;span style=&quot;font-style: italic;&quot;&gt;some&lt;/span&gt;&lt;span&gt; sense to say that they&#39;re the same thing. They are different sides of the same coin, if you will. Here&#39;s why.&lt;/span&gt;&lt;/span&gt;&lt;/p&gt;&lt;p class=&quot;zw-paragraph&quot; data-margin-bottom=&quot;0pt&quot; style=&quot;margin: 0px 0px 0pt;&quot;&gt;&lt;span class=&quot;EOP&quot; style=&quot;font-family: inherit;&quot;&gt;&amp;nbsp;&lt;/span&gt;&lt;/p&gt;&lt;p class=&quot;zw-paragraph heading0&quot; data-hd-info=&quot;0&quot; data-header=&quot;0&quot; data-margin-bottom=&quot;0pt&quot; data-textformat=&quot;{&amp;quot;fw&amp;quot;:&amp;quot;bold&amp;quot;,&amp;quot;fgc&amp;quot;:&amp;quot;rgb(0, 0, 0)&amp;quot;,&amp;quot;size&amp;quot;:&amp;quot;12.00&amp;quot;,&amp;quot;type&amp;quot;:&amp;quot;text&amp;quot;}&quot; data_styles=&quot;{&amp;quot;fw&amp;quot;:&amp;quot;bold&amp;quot;,&amp;quot;fgc&amp;quot;:&amp;quot;rgb(0, 0, 0)&amp;quot;,&amp;quot;size&amp;quot;:&amp;quot;12.00&amp;quot;,&amp;quot;type&amp;quot;:&amp;quot;text&amp;quot;}&quot; style=&quot;direction: ltr; margin: 0px 0px 0pt;&quot;&gt;&lt;span style=&quot;font-family: inherit; font-variant-east-asian: normal; font-variant-numeric: normal; font-weight: 700; letter-spacing: 0pt; vertical-align: baseline;&quot;&gt;What Liberty Is&lt;/span&gt;&lt;/p&gt;&lt;p class=&quot;zw-paragraph heading0&quot; data-hd-info=&quot;0&quot; data-header=&quot;0&quot; data-margin-bottom=&quot;0pt&quot; data-textformat=&quot;{&amp;quot;type&amp;quot;:&amp;quot;text&amp;quot;}&quot; data_styles=&quot;{&amp;quot;type&amp;quot;:&amp;quot;text&amp;quot;}&quot; style=&quot;margin: 0px 0px 0pt;&quot;&gt;&lt;span class=&quot;EOP&quot; style=&quot;font-family: inherit;&quot;&gt;&amp;nbsp;&lt;/span&gt;&lt;/p&gt;&lt;p class=&quot;zw-paragraph&quot; data-margin-bottom=&quot;0pt&quot; style=&quot;margin: 0px 0px 0pt;&quot;&gt;&lt;span style=&quot;font-family: inherit;&quot;&gt;&lt;span&gt;Liberty is the absence of coercion. &lt;/span&gt;&lt;span&gt;If you don&#39;t agree that this fully describes liberty, you probably will after I explain that I&#39;m defining &quot;coercion&quot; very broadly. &quot;Coercion&quot; here is any time someone forces something upon you against your will&lt;/span&gt;&lt;span&gt;.&lt;/span&gt;&lt;a href=&quot;#zw6piip6wmiomg&quot;&gt;&lt;span data-endnote-id=&quot;zw6piip6wmiomg&quot; data-endnote-info=&quot;{&amp;quot;endnote&amp;quot;:{&amp;quot;refchars&amp;quot;:[],&amp;quot;fmt&amp;quot;:&amp;quot;num&amp;quot;,&amp;quot;stnum&amp;quot;:1}}&quot; data-text-info=&quot;{&amp;quot;cls&amp;quot;:&amp;quot;endnote&amp;quot;}&quot; style=&quot;color: black; vertical-align: super;&quot;&gt;[1]&lt;/span&gt;&lt;/a&gt;&lt;span&gt; This could take the form of a threat (I might threaten to punch you in the nose if you don&#39;t do what I want—that would be coercion) but it could also take a more direct form (I might actually punch you in the nose). The direct violence is coercion because you (presumably) do not want to have a broken nose, but I am forcing that upon you. The threat is coercion because I am &lt;/span&gt;&lt;span style=&quot;font-style: italic;&quot;&gt;threatening&lt;/span&gt;&lt;span&gt; to force direct violence upon you in order to get you to do something you would&lt;/span&gt;&lt;span&gt;n&#39;t otherwise do, so &lt;/span&gt;&lt;span style=&quot;font-style: italic;&quot;&gt;that&lt;/span&gt;&lt;span&gt; take is being (by extension) forced upon you. Each of them, therefore, is a violation of your liberty.&lt;/span&gt;&lt;a href=&quot;#zwtz3q7do593lk&quot;&gt;&lt;span data-endnote-id=&quot;zwtz3q7do593lk&quot; data-endnote-info=&quot;{&amp;quot;endnote&amp;quot;:{&amp;quot;refchars&amp;quot;:[],&amp;quot;fmt&amp;quot;:&amp;quot;num&amp;quot;,&amp;quot;stnum&amp;quot;:1}}&quot; data-text-info=&quot;{&amp;quot;cls&amp;quot;:&amp;quot;endnote&amp;quot;}&quot; style=&quot;color: black; vertical-align: super;&quot;&gt;[2]&lt;/span&gt;&lt;/a&gt;&lt;/span&gt;&lt;/p&gt;&lt;p class=&quot;zw-paragraph&quot; data-margin-bottom=&quot;0pt&quot; style=&quot;margin: 0px 0px 0pt;&quot;&gt;&lt;span class=&quot;EOP&quot; style=&quot;font-family: inherit;&quot;&gt;&amp;nbsp;&lt;/span&gt;&lt;/p&gt;&lt;p class=&quot;zw-paragraph&quot; data-margin-bottom=&quot;0pt&quot; data-textformat=&quot;{&amp;quot;fw&amp;quot;:&amp;quot;bold&amp;quot;,&amp;quot;type&amp;quot;:&amp;quot;text&amp;quot;}&quot; data_styles=&quot;{&amp;quot;fw&amp;quot;:&amp;quot;bold&amp;quot;,&amp;quot;type&amp;quot;:&amp;quot;text&amp;quot;}&quot; style=&quot;margin: 0px 0px 0pt;&quot;&gt;&lt;span style=&quot;font-family: inherit; font-weight: 700;&quot;&gt;What Property Is&lt;/span&gt;&lt;/p&gt;&lt;p class=&quot;zw-paragraph heading0&quot; data-hd-info=&quot;0&quot; data-header=&quot;0&quot; data-margin-bottom=&quot;0pt&quot; data-textformat=&quot;{&amp;quot;fw&amp;quot;:&amp;quot;bold&amp;quot;,&amp;quot;type&amp;quot;:&amp;quot;text&amp;quot;}&quot; data_styles=&quot;{&amp;quot;fw&amp;quot;:&amp;quot;bold&amp;quot;,&amp;quot;type&amp;quot;:&amp;quot;text&amp;quot;}&quot; style=&quot;margin: 0px 0px 0pt;&quot;&gt;&lt;span class=&quot;EOP&quot; style=&quot;font-family: inherit;&quot;&gt;&amp;nbsp;&lt;/span&gt;&lt;/p&gt;&lt;p class=&quot;zw-paragraph heading0&quot; data-hd-info=&quot;0&quot; data-header=&quot;0&quot; data-margin-bottom=&quot;0pt&quot; style=&quot;margin: 0px 0px 0pt;&quot;&gt;&lt;span style=&quot;font-family: inherit;&quot;&gt;&lt;span&gt;Property is the right to control an object. It&#39;s also known as &lt;/span&gt;&lt;span&gt;ownership&lt;/span&gt;&lt;span&gt;. If I &quot;own&quot; a piece of &quot;property&quot;, that means I get to determine who gets to use it and for what. This can be understood from a behavioral perspective, a legal perspective, and from an ethical perspective.&lt;/span&gt;&lt;/span&gt;&lt;/p&gt;&lt;p class=&quot;zw-paragraph heading0&quot; data-hd-info=&quot;0&quot; data-header=&quot;0&quot; data-margin-bottom=&quot;0pt&quot; style=&quot;margin: 0px 0px 0pt;&quot;&gt;&lt;span class=&quot;EOP&quot; style=&quot;font-family: inherit;&quot;&gt;&amp;nbsp;&lt;/span&gt;&lt;/p&gt;&lt;p class=&quot;zw-paragraph heading0&quot; data-hd-info=&quot;0&quot; data-header=&quot;0&quot; data-margin-bottom=&quot;0pt&quot; style=&quot;margin: 0px 0px 0pt;&quot;&gt;&lt;span style=&quot;font-family: inherit;&quot;&gt;From the behavioral perspective, what I own is simply that which I will defend more stubbornly than would otherwise be reasonable. That one probably requires more explanation.&lt;/span&gt;&lt;/p&gt;&lt;p class=&quot;zw-paragraph heading0&quot; data-hd-info=&quot;0&quot; data-header=&quot;0&quot; data-margin-bottom=&quot;0pt&quot; style=&quot;margin: 0px 0px 0pt;&quot;&gt;&lt;span class=&quot;EOP&quot; style=&quot;font-family: inherit;&quot;&gt;&amp;nbsp;&lt;/span&gt;&lt;/p&gt;&lt;p class=&quot;zw-paragraph heading0&quot; data-hd-info=&quot;0&quot; data-header=&quot;0&quot; data-margin-bottom=&quot;0pt&quot; style=&quot;margin: 0px 0px 0pt;&quot;&gt;&lt;span style=&quot;font-family: inherit;&quot;&gt;&lt;span&gt;In normal circumstances, in order to claim possession of a dollar bill, someone would probably be willing to give up an amount less than a dollar. This is reasonable for him to do because he will gain the difference between the value of the bill and what he spent to have it. However, if someone is willing to spend &lt;/span&gt;&lt;span&gt;more&lt;/span&gt;&lt;span&gt; than a dollar in order to have possession of that bill, this can not be justified in that way, and so requires additional explanation; why would he spend more than a dollar to ensure he has ownership of a specific dollar bill? One explanation is that he has designated that dollar bill as his &lt;/span&gt;&lt;span&gt;property&lt;/span&gt;&lt;span&gt;. If so, it makes sense that he&#39;d be willing to give up more than a dollar to stop someone from stealing his dollar bill, because if he allows someone to steal it then others may realize that they can take whatever they want from him if they simply make it too costly for him to defend it. In this sense property is a strategy used to maintain access to some set of things that you believe you can defend with that strategy. F&lt;/span&gt;&lt;span&gt;rom a behavioral perspective, t&lt;/span&gt;&lt;span&gt;o claim property rights over object is to attempt to communicate to others that, while they may be willing to take on &lt;/span&gt;&lt;span style=&quot;font-style: italic;&quot;&gt;some&lt;/span&gt;&lt;span&gt; costs in order to &lt;/span&gt;&lt;span style=&quot;font-style: italic;&quot;&gt;take&lt;/span&gt;&lt;span&gt; your object, you are willing to take on &lt;/span&gt;&lt;span style=&quot;font-style: italic;&quot;&gt;otherwise&lt;/span&gt;&lt;span&gt;&amp;nbsp;&lt;/span&gt;&lt;span style=&quot;font-style: italic;&quot;&gt;unreasonable&lt;/span&gt;&lt;span&gt;&amp;nbsp;&lt;/span&gt;&lt;span&gt;costs in order to &lt;/span&gt;&lt;span style=&quot;font-style: italic;&quot;&gt;defend&lt;/span&gt;&lt;span&gt; it. If this communication is successful then you will not actually need to take on these costs because other people will back down seeing that it&#39;s not worth it for them to try to take &lt;/span&gt;&lt;span&gt;your&lt;/span&gt;&lt;span&gt;&amp;nbsp;&lt;/span&gt;&lt;span&gt;property&lt;/span&gt;&lt;span&gt; from you.&lt;/span&gt;&lt;/span&gt;&lt;/p&gt;&lt;p class=&quot;zw-paragraph heading0&quot; data-hd-info=&quot;0&quot; data-header=&quot;0&quot; data-margin-bottom=&quot;0pt&quot; style=&quot;margin: 0px 0px 0pt;&quot;&gt;&lt;span class=&quot;EOP&quot; style=&quot;font-family: inherit;&quot;&gt;&amp;nbsp;&lt;/span&gt;&lt;/p&gt;&lt;p class=&quot;zw-paragraph heading0&quot; data-hd-info=&quot;0&quot; data-header=&quot;0&quot; data-margin-bottom=&quot;0pt&quot; data-textformat=&quot;{&amp;quot;type&amp;quot;:&amp;quot;text&amp;quot;,&amp;quot;fs&amp;quot;:&amp;quot;none&amp;quot;}&quot; data_styles=&quot;{&amp;quot;type&amp;quot;:&amp;quot;text&amp;quot;,&amp;quot;fs&amp;quot;:&amp;quot;none&amp;quot;}&quot; style=&quot;margin: 0px 0px 0pt;&quot;&gt;&lt;span style=&quot;font-family: inherit;&quot;&gt;&lt;span&gt;Then, there is the legal perspective. If the utility of these property rights is widely agreed upon, we may set up institutions specifically designed to help protect those property rights. In order to do so, these institutions will need to have definitions of who owns what. That set of definitions is called &lt;/span&gt;&lt;span style=&quot;font-style: italic;&quot;&gt;the law&lt;/span&gt;&lt;span&gt;, and p&lt;/span&gt;&lt;span style=&quot;font-variant-east-asian: normal; font-variant-numeric: normal; letter-spacing: 0pt; vertical-align: baseline;&quot;&gt;roperty, f&lt;/span&gt;&lt;span&gt;rom the legal pers&lt;/span&gt;&lt;span&gt;pective, is simply what you own according to it.&lt;/span&gt;&lt;/span&gt;&lt;/p&gt;&lt;p class=&quot;zw-paragraph heading0&quot; data-hd-info=&quot;0&quot; data-header=&quot;0&quot; data-margin-bottom=&quot;0pt&quot; style=&quot;margin: 0px 0px 0pt;&quot;&gt;&lt;span class=&quot;EOP&quot; style=&quot;font-family: inherit;&quot;&gt;&amp;nbsp;&lt;/span&gt;&lt;/p&gt;&lt;p class=&quot;zw-paragraph heading0&quot; data-hd-info=&quot;0&quot; data-header=&quot;0&quot; data-margin-bottom=&quot;0pt&quot; style=&quot;margin: 0px 0px 0pt;&quot;&gt;&lt;span style=&quot;font-family: inherit;&quot;&gt;&lt;span&gt;Finally, there is the ethical perspective. From this perspective, that which you own is simply that which it is wrong to take from you. This one probably &lt;/span&gt;&lt;span style=&quot;font-style: italic;&quot;&gt;doesn&#39;t &lt;/span&gt;&lt;span&gt;require further explanation.&lt;/span&gt;&lt;/span&gt;&lt;/p&gt;&lt;p class=&quot;zw-paragraph heading0&quot; data-hd-info=&quot;0&quot; data-header=&quot;0&quot; data-margin-bottom=&quot;0pt&quot; data-textformat=&quot;{&amp;quot;fw&amp;quot;:&amp;quot;bold&amp;quot;,&amp;quot;type&amp;quot;:&amp;quot;text&amp;quot;}&quot; data_styles=&quot;{&amp;quot;fw&amp;quot;:&amp;quot;bold&amp;quot;,&amp;quot;type&amp;quot;:&amp;quot;text&amp;quot;}&quot; style=&quot;margin: 0px 0px 0pt;&quot;&gt;&lt;span class=&quot;EOP&quot; style=&quot;font-family: inherit;&quot;&gt;&amp;nbsp;&lt;/span&gt;&lt;/p&gt;&lt;p class=&quot;zw-paragraph heading0&quot; data-hd-info=&quot;0&quot; data-header=&quot;0&quot; data-margin-bottom=&quot;0pt&quot; style=&quot;margin: 0px 0px 0pt;&quot;&gt;&lt;span style=&quot;font-family: inherit;&quot;&gt;You can probably see how these three perspectives of property rights come together. Property rights are a behavioral strategy which we codify into systems of law and into systems of ethics. What might not be so clear is how this all comes back to liberty.&lt;/span&gt;&lt;/p&gt;&lt;p class=&quot;zw-paragraph&quot; data-margin-bottom=&quot;0pt&quot; data-textformat=&quot;{}&quot; data_styles=&quot;{}&quot; style=&quot;margin: 0px 0px 0pt;&quot;&gt;&lt;span class=&quot;EOP&quot; style=&quot;font-family: inherit;&quot;&gt;&amp;nbsp;&lt;/span&gt;&lt;/p&gt;&lt;p class=&quot;zw-paragraph&quot; data-margin-bottom=&quot;0pt&quot; data-textformat=&quot;{&amp;quot;ff&amp;quot;:&amp;quot;Roboto&amp;quot;,&amp;quot;fv&amp;quot;:&amp;quot;normal&amp;quot;,&amp;quot;td&amp;quot;:&amp;quot;none&amp;quot;,&amp;quot;cs&amp;quot;:&amp;quot;0pt&amp;quot;,&amp;quot;fw&amp;quot;:&amp;quot;bold&amp;quot;,&amp;quot;fgc&amp;quot;:&amp;quot;rgb(0, 0, 0)&amp;quot;,&amp;quot;size&amp;quot;:&amp;quot;12.00&amp;quot;,&amp;quot;va&amp;quot;:&amp;quot;baseline&amp;quot;,&amp;quot;type&amp;quot;:&amp;quot;text&amp;quot;,&amp;quot;fs&amp;quot;:&amp;quot;normal&amp;quot;,&amp;quot;bgc&amp;quot;:&amp;quot;rgba(0, 0, 0, 0)&amp;quot;}&quot; data_styles=&quot;{&amp;quot;ff&amp;quot;:&amp;quot;Roboto&amp;quot;,&amp;quot;fv&amp;quot;:&amp;quot;normal&amp;quot;,&amp;quot;td&amp;quot;:&amp;quot;none&amp;quot;,&amp;quot;cs&amp;quot;:&amp;quot;0pt&amp;quot;,&amp;quot;fw&amp;quot;:&amp;quot;bold&amp;quot;,&amp;quot;fgc&amp;quot;:&amp;quot;rgb(0, 0, 0)&amp;quot;,&amp;quot;size&amp;quot;:&amp;quot;12.00&amp;quot;,&amp;quot;va&amp;quot;:&amp;quot;baseline&amp;quot;,&amp;quot;type&amp;quot;:&amp;quot;text&amp;quot;,&amp;quot;fs&amp;quot;:&amp;quot;normal&amp;quot;,&amp;quot;bgc&amp;quot;:&amp;quot;rgba(0, 0, 0, 0)&amp;quot;}&quot; style=&quot;margin: 0px 0px 0pt;&quot;&gt;&lt;span style=&quot;font-family: inherit; font-variant-east-asian: normal; font-variant-numeric: normal; font-weight: 700; letter-spacing: 0pt; vertical-align: baseline;&quot;&gt;How Liberty &amp;amp; Property Are Connected&lt;/span&gt;&lt;/p&gt;&lt;p class=&quot;zw-paragraph heading0&quot; data-hd-info=&quot;0&quot; data-header=&quot;0&quot; data-margin-bottom=&quot;0pt&quot; data-textformat=&quot;{&amp;quot;ff&amp;quot;:&amp;quot;Roboto&amp;quot;,&amp;quot;fv&amp;quot;:&amp;quot;normal&amp;quot;,&amp;quot;td&amp;quot;:&amp;quot;none&amp;quot;,&amp;quot;cs&amp;quot;:&amp;quot;0pt&amp;quot;,&amp;quot;fw&amp;quot;:&amp;quot;bold&amp;quot;,&amp;quot;fgc&amp;quot;:&amp;quot;rgb(0, 0, 0)&amp;quot;,&amp;quot;size&amp;quot;:&amp;quot;12.00&amp;quot;,&amp;quot;va&amp;quot;:&amp;quot;baseline&amp;quot;,&amp;quot;type&amp;quot;:&amp;quot;text&amp;quot;,&amp;quot;fs&amp;quot;:&amp;quot;normal&amp;quot;,&amp;quot;bgc&amp;quot;:&amp;quot;rgba(0, 0, 0, 0)&amp;quot;}&quot; data_styles=&quot;{&amp;quot;ff&amp;quot;:&amp;quot;Roboto&amp;quot;,&amp;quot;fv&amp;quot;:&amp;quot;normal&amp;quot;,&amp;quot;td&amp;quot;:&amp;quot;none&amp;quot;,&amp;quot;cs&amp;quot;:&amp;quot;0pt&amp;quot;,&amp;quot;fw&amp;quot;:&amp;quot;bold&amp;quot;,&amp;quot;fgc&amp;quot;:&amp;quot;rgb(0, 0, 0)&amp;quot;,&amp;quot;size&amp;quot;:&amp;quot;12.00&amp;quot;,&amp;quot;va&amp;quot;:&amp;quot;baseline&amp;quot;,&amp;quot;type&amp;quot;:&amp;quot;text&amp;quot;,&amp;quot;fs&amp;quot;:&amp;quot;normal&amp;quot;,&amp;quot;bgc&amp;quot;:&amp;quot;rgba(0, 0, 0, 0)&amp;quot;}&quot; style=&quot;margin: 0px 0px 0pt;&quot;&gt;&lt;span class=&quot;EOP&quot; style=&quot;font-family: inherit;&quot;&gt;&amp;nbsp;&lt;/span&gt;&lt;/p&gt;&lt;p class=&quot;zw-paragraph heading0&quot; data-hd-info=&quot;0&quot; data-header=&quot;0&quot; data-margin-bottom=&quot;0pt&quot; style=&quot;margin: 0px 0px 0pt;&quot;&gt;&lt;span style=&quot;font-family: inherit;&quot;&gt;Let&#39;s return to our simple definition of liberty; &quot;absence of coercion.&quot; Remember that one example of coercion was me punching you in the nose. Now forget that one again, because it&#39;s too easy. Let&#39;s instead consider whether me eating an apple is coercion. If I eat the apple, you can no longer eat it. Am I forcibly taking away your ability to eat the apple, or am I simply exercising my liberty to eat an apple if I so wish?&lt;/span&gt;&lt;/p&gt;&lt;p class=&quot;zw-paragraph heading0&quot; data-hd-info=&quot;0&quot; data-header=&quot;0&quot; data-margin-bottom=&quot;0pt&quot; style=&quot;margin: 0px 0px 0pt;&quot;&gt;&lt;span class=&quot;EOP&quot; style=&quot;font-family: inherit;&quot;&gt;&amp;nbsp;&lt;/span&gt;&lt;/p&gt;&lt;p class=&quot;zw-paragraph heading0&quot; data-hd-info=&quot;0&quot; data-header=&quot;0&quot; data-margin-bottom=&quot;0pt&quot; style=&quot;margin: 0px 0px 0pt;&quot;&gt;&lt;span style=&quot;font-family: inherit;&quot;&gt;&lt;span&gt;The answer, of course, depends on whose apple it is. If it is &lt;/span&gt;&lt;span&gt;my&lt;/span&gt;&lt;span&gt; apple, I&#39;m just exercising my liberty. If it&#39;s &lt;/span&gt;&lt;span&gt;your&lt;/span&gt;&lt;span&gt; apple, then I&#39;m forcibly depriving you of your right to eat your own god-damned apple. If we ignore this distinction, and throw out any concept of property, then liberty would be an impossible standard to apply. Would apple-eating be an act of liberty or an act of coercion? Yes! It&#39;d be liberty to the apple-eater and coercion to everyone else. It&#39;d be impossible to say whether, to maximize liberty, we should prevent me from eating the apple or prevent you from preventing me!&lt;/span&gt;&lt;/span&gt;&lt;/p&gt;&lt;p class=&quot;zw-paragraph heading0&quot; data-hd-info=&quot;0&quot; data-header=&quot;0&quot; data-margin-bottom=&quot;0pt&quot; style=&quot;margin: 0px 0px 0pt;&quot;&gt;&lt;span class=&quot;EOP&quot; style=&quot;font-family: inherit;&quot;&gt;&amp;nbsp;&lt;/span&gt;&lt;/p&gt;&lt;p class=&quot;zw-paragraph&quot; data-margin-bottom=&quot;0pt&quot; style=&quot;margin: 0px 0px 0pt;&quot;&gt;&lt;span style=&quot;font-family: inherit;&quot;&gt;&lt;span&gt;In fact,&lt;/span&gt;&lt;span style=&quot;font-variant-east-asian: normal; font-variant-numeric: normal; letter-spacing: 0pt; vertical-align: baseline;&quot;&gt; in the absence of property rights, &lt;/span&gt;&lt;span style=&quot;font-style: italic;&quot;&gt;any act at all &lt;/span&gt;&lt;span&gt;will create this conundrum. To make use of anything in any way is to prevent others from doing &lt;/span&gt;&lt;span style=&quot;font-style: italic;&quot;&gt;quite&lt;/span&gt;&lt;span&gt; the same. We can both drink from the same stream, but we cant drink the same mouthful in the same spot at the same time.&lt;/span&gt;&lt;/span&gt;&lt;/p&gt;&lt;p class=&quot;zw-paragraph&quot; data-margin-bottom=&quot;0pt&quot; data-textformat=&quot;{&amp;quot;type&amp;quot;:&amp;quot;text&amp;quot;,&amp;quot;fs&amp;quot;:&amp;quot;none&amp;quot;}&quot; data_styles=&quot;{&amp;quot;type&amp;quot;:&amp;quot;text&amp;quot;,&amp;quot;fs&amp;quot;:&amp;quot;none&amp;quot;}&quot; style=&quot;margin: 0px 0px 0pt;&quot;&gt;&lt;span class=&quot;EOP&quot; style=&quot;font-family: inherit;&quot;&gt;&amp;nbsp;&lt;/span&gt;&lt;/p&gt;&lt;p class=&quot;zw-paragraph&quot; data-margin-bottom=&quot;0pt&quot; data-textformat=&quot;{&amp;quot;type&amp;quot;:&amp;quot;text&amp;quot;,&amp;quot;fs&amp;quot;:&amp;quot;none&amp;quot;}&quot; data_styles=&quot;{&amp;quot;type&amp;quot;:&amp;quot;text&amp;quot;,&amp;quot;fs&amp;quot;:&amp;quot;none&amp;quot;}&quot; style=&quot;margin: 0px 0px 0pt;&quot;&gt;&lt;span style=&quot;font-family: inherit;&quot;&gt;&lt;span style=&quot;font-variant-east-asian: normal; font-variant-numeric: normal; letter-spacing: 0pt; vertical-align: baseline;&quot;&gt;So unless you want to say that &lt;/span&gt;&lt;span style=&quot;font-style: italic; font-variant-east-asian: normal; font-variant-numeric: normal; letter-spacing: 0pt; vertical-align: baseline;&quot;&gt;every &lt;/span&gt;&lt;span style=&quot;font-variant-east-asian: normal; font-variant-numeric: normal; letter-spacing: 0pt; vertical-align: baseline;&quot;&gt;act is coercive (rendering coercion &lt;/span&gt;&lt;span style=&quot;font-style: italic; font-variant-east-asian: normal; font-variant-numeric: normal; letter-spacing: 0pt; vertical-align: baseline;&quot;&gt;and&lt;/span&gt;&lt;span style=&quot;font-variant-east-asian: normal; font-variant-numeric: normal; letter-spacing: 0pt; vertical-align: baseline;&quot;&gt; liberty useless) &lt;/span&gt;&lt;span style=&quot;font-variant-east-asian: normal; font-variant-numeric: normal; letter-spacing: 0pt; vertical-align: baseline;&quot;&gt;there must be some class of objects in the world that &lt;/span&gt;&lt;span style=&quot;font-style: italic; font-variant-east-asian: normal; font-variant-numeric: normal; letter-spacing: 0pt; vertical-align: baseline;&quot;&gt;you&lt;/span&gt;&lt;span style=&quot;font-variant-east-asian: normal; font-variant-numeric: normal; letter-spacing: 0pt; vertical-align: baseline;&quot;&gt; can use without it being considered coercive to everyone else. That class of objects we call your property.&lt;/span&gt;&lt;/span&gt;&lt;/p&gt;&lt;p class=&quot;zw-paragraph&quot; data-margin-bottom=&quot;0pt&quot; data-textformat=&quot;{&amp;quot;ff&amp;quot;:&amp;quot;Roboto&amp;quot;,&amp;quot;fv&amp;quot;:&amp;quot;normal&amp;quot;,&amp;quot;td&amp;quot;:&amp;quot;none&amp;quot;,&amp;quot;cs&amp;quot;:&amp;quot;0pt&amp;quot;,&amp;quot;fw&amp;quot;:&amp;quot;none&amp;quot;,&amp;quot;fgc&amp;quot;:&amp;quot;rgb(0, 0, 0)&amp;quot;,&amp;quot;size&amp;quot;:&amp;quot;12.00&amp;quot;,&amp;quot;va&amp;quot;:&amp;quot;baseline&amp;quot;,&amp;quot;fw_i&amp;quot;:400,&amp;quot;type&amp;quot;:&amp;quot;text&amp;quot;,&amp;quot;fs&amp;quot;:&amp;quot;normal&amp;quot;,&amp;quot;bgc&amp;quot;:&amp;quot;rgba(0, 0, 0, 0)&amp;quot;}&quot; data_styles=&quot;{&amp;quot;ff&amp;quot;:&amp;quot;Roboto&amp;quot;,&amp;quot;fv&amp;quot;:&amp;quot;normal&amp;quot;,&amp;quot;td&amp;quot;:&amp;quot;none&amp;quot;,&amp;quot;cs&amp;quot;:&amp;quot;0pt&amp;quot;,&amp;quot;fw&amp;quot;:&amp;quot;none&amp;quot;,&amp;quot;fgc&amp;quot;:&amp;quot;rgb(0, 0, 0)&amp;quot;,&amp;quot;size&amp;quot;:&amp;quot;12.00&amp;quot;,&amp;quot;va&amp;quot;:&amp;quot;baseline&amp;quot;,&amp;quot;fw_i&amp;quot;:400,&amp;quot;type&amp;quot;:&amp;quot;text&amp;quot;,&amp;quot;fs&amp;quot;:&amp;quot;normal&amp;quot;,&amp;quot;bgc&amp;quot;:&amp;quot;rgba(0, 0, 0, 0)&amp;quot;}&quot; style=&quot;margin: 0px 0px 0pt;&quot;&gt;&lt;span class=&quot;EOP&quot; style=&quot;font-family: inherit;&quot;&gt;&amp;nbsp;&lt;/span&gt;&lt;/p&gt;&lt;p class=&quot;zw-paragraph&quot; data-margin-bottom=&quot;0pt&quot; data-textformat=&quot;{&amp;quot;type&amp;quot;:&amp;quot;text&amp;quot;,&amp;quot;fs&amp;quot;:&amp;quot;none&amp;quot;}&quot; data_styles=&quot;{&amp;quot;type&amp;quot;:&amp;quot;text&amp;quot;,&amp;quot;fs&amp;quot;:&amp;quot;none&amp;quot;}&quot; style=&quot;margin: 0px 0px 0pt;&quot;&gt;&lt;span style=&quot;font-family: inherit;&quot;&gt;&lt;span style=&quot;font-variant-east-asian: normal; font-variant-numeric: normal; letter-spacing: 0pt; vertical-align: baseline;&quot;&gt;I don&#39;t think I&#39;m redefining concepts just to make them useful here, either (though that is a worthwhile thing to do sometimes). This actually seems to be how we often consider the concept of liberty intuitively. Consider our example about the punching of a nose. It is&lt;/span&gt;&lt;span style=&quot;font-variant-east-asian: normal; font-variant-numeric: normal; letter-spacing: 0pt; vertical-align: baseline;&quot;&gt; obvious that me punching your nose is coercive, but would it be obvious that it &lt;/span&gt;&lt;span style=&quot;font-style: italic; font-variant-east-asian: normal; font-variant-numeric: normal; letter-spacing: 0pt; vertical-align: baseline;&quot;&gt;isn&#39;t&lt;/span&gt;&lt;span style=&quot;font-variant-east-asian: normal; font-variant-numeric: normal; letter-spacing: 0pt; vertical-align: baseline;&quot;&gt; coercive if it was me punching my own nose. It&#39;s from here we get the phrase &quot;your right to swing your fist ends at the tip of my nose&quot;. It&#39;s the fact that it&#39;s &lt;/span&gt;&lt;span style=&quot;font-style: italic; font-variant-east-asian: normal; font-variant-numeric: normal; letter-spacing: 0pt; vertical-align: baseline;&quot;&gt;my &lt;/span&gt;&lt;span style=&quot;font-variant-east-asian: normal; font-variant-numeric: normal; letter-spacing: 0pt; vertical-align: baseline;&quot;&gt;nose—the nose that &lt;/span&gt;&lt;span style=&quot;font-style: italic; font-variant-east-asian: normal; font-variant-numeric: normal; letter-spacing: 0pt; vertical-align: baseline;&quot;&gt;I&lt;/span&gt;&lt;span style=&quot;font-variant-east-asian: normal; font-variant-numeric: normal; letter-spacing: 0pt; vertical-align: baseline;&quot;&gt; own—that makes the difference.&lt;/span&gt;&lt;/span&gt;&lt;/p&gt;&lt;p class=&quot;zw-paragraph heading0&quot; data-hd-info=&quot;0&quot; data-header=&quot;0&quot; data-margin-bottom=&quot;0pt&quot; style=&quot;margin: 0px 0px 0pt;&quot;&gt;&lt;span class=&quot;EOP&quot; style=&quot;font-family: inherit;&quot;&gt;&amp;nbsp;&lt;/span&gt;&lt;/p&gt;&lt;p class=&quot;zw-paragraph&quot; data-margin-bottom=&quot;0pt&quot; style=&quot;margin: 0px 0px 0pt;&quot;&gt;&lt;span style=&quot;font-family: inherit;&quot;&gt;&lt;span&gt;I don&#39;t know if I need to explain why it makes sense for you to be the owner of the nose attached to your face, while I&#39;m the owner of the nose attached to mine (perhaps I&#39;ll do so some other time) but for now, I&#39;m just making clear that liberty, to be useful as a concept, requires property. &lt;/span&gt;&lt;span&gt;If the concept of coercion is to have any meaning, it must refer only to force used with respect to what someone else owns. If the conception of liberty is to have any meaning, it must &lt;/span&gt;&lt;span&gt;refer only to the liberty to freely use your own property.&lt;/span&gt;&lt;/span&gt;&lt;/p&gt;&lt;p class=&quot;zw-paragraph heading0&quot; data-hd-info=&quot;0&quot; data-header=&quot;0&quot; data-margin-bottom=&quot;0pt&quot; style=&quot;margin: 0px 0px 0pt;&quot;&gt;&lt;span class=&quot;EOP&quot; style=&quot;font-family: inherit;&quot;&gt;&amp;nbsp;&lt;/span&gt;&lt;/p&gt;&lt;p class=&quot;zw-paragraph heading0&quot; data-hd-info=&quot;0&quot; data-header=&quot;0&quot; data-margin-bottom=&quot;0pt&quot; style=&quot;margin: 0px 0px 0pt;&quot;&gt;&lt;span style=&quot;font-family: inherit;&quot;&gt;&lt;span&gt;However, the initial claim I made was a little stronger than that, &lt;/span&gt;&lt;span style=&quot;font-style: italic;&quot;&gt;wasn&#39;t it&lt;/span&gt;&lt;span&gt;?&lt;/span&gt;&lt;span&gt; I said that it makes &lt;/span&gt;&lt;span style=&quot;font-style: italic;&quot;&gt;some&lt;/span&gt;&lt;span&gt; sense to say that liberty and property &lt;/span&gt;&lt;span style=&quot;font-style: italic;&quot;&gt;are the same thing&lt;/span&gt;&lt;span&gt;. In defense of that, let&#39;s consider what it means for liberty to be absolute, and what it means for property rights to be absolute. What that would mean is that &lt;/span&gt;&lt;span&gt;only&lt;/span&gt;&lt;span&gt; I get to determine what is done with my property—nobody else. I know I didn&#39;t say whether I was just describing absolute liberty or absolute property rights, that&#39;s the point.&lt;/span&gt;&lt;/span&gt;&lt;/p&gt;&lt;p class=&quot;zw-paragraph heading0&quot; data-hd-info=&quot;0&quot; data-header=&quot;0&quot; data-margin-bottom=&quot;0pt&quot; style=&quot;margin: 0px 0px 0pt;&quot;&gt;&lt;span class=&quot;EOP&quot; style=&quot;font-family: inherit;&quot;&gt;&amp;nbsp;&lt;/span&gt;&lt;/p&gt;&lt;p class=&quot;zw-paragraph&quot; data-margin-bottom=&quot;0pt&quot; style=&quot;margin: 0px 0px 0pt;&quot;&gt;&lt;span style=&quot;font-family: inherit;&quot;&gt;&lt;span&gt;What this all comes down to is this: Liberty is the right to do what you will with what is yours. Anything beyond that is doing what you will with what is &lt;/span&gt;&lt;span&gt;not&lt;/span&gt;&lt;span&gt; yours, which is not liberty, but tyranny.&lt;/span&gt;&lt;/span&gt;&lt;/p&gt;&lt;p class=&quot;zw-paragraph&quot; data-margin-bottom=&quot;0pt&quot; data-textformat=&quot;{&amp;quot;type&amp;quot;:&amp;quot;text&amp;quot;}&quot; data_styles=&quot;{&amp;quot;type&amp;quot;:&amp;quot;text&amp;quot;}&quot; style=&quot;margin: 0px 0px 0pt;&quot;&gt;&lt;span class=&quot;EOP&quot; style=&quot;font-family: inherit;&quot;&gt;&amp;nbsp;&lt;/span&gt;&lt;/p&gt;&lt;div class=&quot;endnote-elements&quot;&gt;&lt;hr /&gt;&lt;div data-section-node=&quot;true&quot; name=&quot;zw6piip6wmiomg&quot;&gt;&lt;a name=&quot;zw6piip6wmiomg&quot;&gt;&lt;span data-endnote-id=&quot;zw6piip6wmiomg&quot; data-endnote-info=&quot;{&amp;quot;endnote&amp;quot;:{&amp;quot;refchars&amp;quot;:[],&amp;quot;fmt&amp;quot;:&amp;quot;num&amp;quot;,&amp;quot;stnum&amp;quot;:1}}&quot; data-text-info=&quot;{&amp;quot;cls&amp;quot;:&amp;quot;endnote&amp;quot;}&quot; style=&quot;font-family: inherit; vertical-align: super;&quot;&gt;[1]&lt;/span&gt;&lt;/a&gt;&lt;p class=&quot;zw-paragraph&quot; data-doc-id=&quot;6454631000000312001&quot; data-margin-bottom=&quot;0pt&quot; style=&quot;margin: 0px 0px 0pt;&quot;&gt;&lt;span style=&quot;font-family: inherit;&quot;&gt;&lt;span&gt;You might prefer to call this &quot;force or coercion&quot; instead of just grouping it all under &quot;coercion&quot;. If so, feel free to imagine that every instance of &quot;coercion&quot; in this piece was replaced by &quot;force or&lt;/span&gt;&lt;span&gt; coercion&quot; and the argument should stand.&lt;/span&gt;&lt;/span&gt;&lt;/p&gt;&lt;p class=&quot;zw-paragraph&quot; data-margin-bottom=&quot;0pt&quot; data-textformat=&quot;{&amp;quot;type&amp;quot;:&amp;quot;text&amp;quot;}&quot; data_styles=&quot;{&amp;quot;type&amp;quot;:&amp;quot;text&amp;quot;}&quot; style=&quot;margin: 0px 0px 0pt;&quot;&gt;&lt;span class=&quot;EOP&quot; style=&quot;font-family: inherit;&quot;&gt;&amp;nbsp;&lt;/span&gt;&lt;/p&gt;&lt;/div&gt;&lt;div data-section-node=&quot;true&quot; name=&quot;zwtz3q7do593lk&quot;&gt;&lt;a name=&quot;zwtz3q7do593lk&quot;&gt;&lt;span data-endnote-id=&quot;zwtz3q7do593lk&quot; data-endnote-info=&quot;{&amp;quot;endnote&amp;quot;:{&amp;quot;refchars&amp;quot;:[],&amp;quot;fmt&amp;quot;:&amp;quot;num&amp;quot;,&amp;quot;stnum&amp;quot;:1}}&quot; data-text-info=&quot;{&amp;quot;cls&amp;quot;:&amp;quot;endnote&amp;quot;}&quot; style=&quot;font-family: inherit; vertical-align: super;&quot;&gt;[2]&lt;/span&gt;&lt;/a&gt;&lt;p class=&quot;zw-paragraph heading0&quot; data-doc-id=&quot;6454631000000312001&quot; data-hd-info=&quot;0&quot; data-header=&quot;0&quot; data-margin-bottom=&quot;0pt&quot; data-textformat=&quot;{&amp;quot;fgc&amp;quot;:&amp;quot;rgb(0, 0, 0)&amp;quot;,&amp;quot;size&amp;quot;:&amp;quot;12.00&amp;quot;,&amp;quot;type&amp;quot;:&amp;quot;text&amp;quot;}&quot; data_styles=&quot;{&amp;quot;fgc&amp;quot;:&amp;quot;rgb(0, 0, 0)&amp;quot;,&amp;quot;size&amp;quot;:&amp;quot;12.00&amp;quot;,&amp;quot;type&amp;quot;:&amp;quot;text&amp;quot;}&quot; style=&quot;direction: ltr; margin: 0px 0px 0pt;&quot;&gt;&lt;span style=&quot;font-family: inherit;&quot;&gt;&lt;span style=&quot;font-variant-east-asian: normal; font-variant-numeric: normal; letter-spacing: 0pt; vertical-align: baseline;&quot;&gt; Perhaps you would prefer to define liberty as freedom from &lt;/span&gt;&lt;span style=&quot;font-style: italic; font-variant-east-asian: normal; font-variant-numeric: normal; letter-spacing: 0pt; vertical-align: baseline;&quot;&gt;any&lt;/span&gt;&lt;span style=&quot;font-variant-east-asian: normal; font-variant-numeric: normal; letter-spacing: 0pt; vertical-align: baseline;&quot;&gt; physical impediment. You can define words however you want, but I submit that a better word from that would simply be &lt;/span&gt;&lt;span style=&quot;font-style: italic; font-variant-east-asian: normal; font-variant-numeric: normal; letter-spacing: 0pt; vertical-align: baseline;&quot;&gt;capacity&lt;/span&gt;&lt;span style=&quot;font-variant-east-asian: normal; font-variant-numeric: normal; letter-spacing: 0pt; vertical-align: baseline;&quot;&gt;, or &lt;/span&gt;&lt;span style=&quot;font-style: italic; font-variant-east-asian: normal; font-variant-numeric: normal; letter-spacing: 0pt; vertical-align: baseline;&quot;&gt;ability&lt;/span&gt;&lt;span style=&quot;font-variant-east-asian: normal; font-variant-numeric: normal; letter-spacing: 0pt; vertical-align: baseline;&quot;&gt;, since you&#39;re just describing what people are physically capable of doing. To define liberty this way would mean that if I&#39;m physically unable to fly then I do not have the &lt;/span&gt;&lt;span style=&quot;font-style: italic; font-variant-east-asian: normal; font-variant-numeric: normal; letter-spacing: 0pt; vertical-align: baseline;&quot;&gt;liberty&lt;/span&gt;&lt;span style=&quot;font-variant-east-asian: normal; font-variant-numeric: normal; letter-spacing: 0pt; vertical-align: baseline;&quot;&gt; to fly. This definition runs counter to how people usually talk about liberty. If someone claimed that he is being deprived of his liberty to fly we would tell him that no, he&#39;s perfectly free to fly if he wants to try, nobody&#39;s going to stop him, he&#39;s just lacking the physical capacity to do so successfully. In this example, at least, it seems that we implicitly consider liberty with the definition I outlined: the absence of coercion. In other words, in absence of the impediments placed on us by &lt;/span&gt;&lt;span style=&quot;font-style: italic; font-variant-east-asian: normal; font-variant-numeric: normal; letter-spacing: 0pt; vertical-align: baseline;&quot;&gt;other people &lt;/span&gt;&lt;span style=&quot;font-variant-east-asian: normal; font-variant-numeric: normal; letter-spacing: 0pt; vertical-align: baseline;&quot;&gt;as opposed to the impediments placed on us by the laws of physics.&lt;/span&gt;&lt;/span&gt;&lt;/p&gt;&lt;p class=&quot;zw-paragraph heading0&quot; data-hd-info=&quot;0&quot; data-header=&quot;0&quot; data-margin-bottom=&quot;0pt&quot; data-margin-left=&quot;0.5in&quot; data-textformat=&quot;{&amp;quot;fgc&amp;quot;:&amp;quot;rgb(0, 0, 0)&amp;quot;,&amp;quot;size&amp;quot;:&amp;quot;12.00&amp;quot;,&amp;quot;type&amp;quot;:&amp;quot;text&amp;quot;,&amp;quot;fs&amp;quot;:&amp;quot;none&amp;quot;}&quot; data_styles=&quot;{&amp;quot;fgc&amp;quot;:&amp;quot;rgb(0, 0, 0)&amp;quot;,&amp;quot;size&amp;quot;:&amp;quot;12.00&amp;quot;,&amp;quot;type&amp;quot;:&amp;quot;text&amp;quot;,&amp;quot;fs&amp;quot;:&amp;quot;none&amp;quot;}&quot; style=&quot;direction: ltr; margin: 0px 0px 0pt 0.5in;&quot;&gt;&lt;span class=&quot;EOP&quot; style=&quot;font-family: inherit;&quot;&gt;&amp;nbsp;&lt;/span&gt;&lt;/p&gt;&lt;p class=&quot;zw-paragraph heading0&quot; data-hd-info=&quot;0&quot; data-header=&quot;0&quot; data-margin-bottom=&quot;0pt&quot; data-textformat=&quot;{&amp;quot;fgc&amp;quot;:&amp;quot;rgb(0, 0, 0)&amp;quot;,&amp;quot;size&amp;quot;:&amp;quot;12.00&amp;quot;,&amp;quot;type&amp;quot;:&amp;quot;text&amp;quot;}&quot; data_styles=&quot;{&amp;quot;fgc&amp;quot;:&amp;quot;rgb(0, 0, 0)&amp;quot;,&amp;quot;size&amp;quot;:&amp;quot;12.00&amp;quot;,&amp;quot;type&amp;quot;:&amp;quot;text&amp;quot;}&quot; style=&quot;direction: ltr; margin: 0px 0px 0pt;&quot;&gt;&lt;span style=&quot;font-family: inherit;&quot;&gt;&lt;span style=&quot;font-variant-east-asian: normal; font-variant-numeric: normal; letter-spacing: 0pt; vertical-align: baseline;&quot;&gt;Not only is this definition more in line with our intuitive usage of the word liberty than the alternative, it&#39;s also more useful because it makes an important distinction that deserves its own word. If we don&#39;t use the word liberty to mean free from coercion&lt;/span&gt;&lt;span style=&quot;font-variant-east-asian: normal; font-variant-numeric: normal; letter-spacing: 0pt; vertical-align: baseline;&quot;&gt;, we&#39;d just have to make up a new word that does mean that.&lt;/span&gt;&lt;/span&gt;&lt;/p&gt;&lt;/div&gt;&lt;/div&gt;</content><link rel='edit' type='application/atom+xml' href='http://www.blogger.com/feeds/6419051765409376063/posts/default/2555724103283572060'/><link rel='self' type='application/atom+xml' href='http://www.blogger.com/feeds/6419051765409376063/posts/default/2555724103283572060'/><link rel='alternate' type='text/html' href='http://dannyduchamp.blogspot.com/2020/09/liberty-is-property.html' title='Liberty Is Property'/><author><name>dannyduchamp</name><uri>http://www.blogger.com/profile/11905056707781858750</uri><email>noreply@blogger.com</email><gd:image rel='http://schemas.google.com/g/2005#thumbnail' width='16' height='16' src='https://img1.blogblog.com/img/b16-rounded.gif'/></author><media:thumbnail xmlns:media="http://search.yahoo.com/mrss/" url="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjIstYikWUO0sb5XOrhpyKaAs7T6tf3dnJvvjj-zM1EWqZn_3ENOm04Ib-rDB889FmeIvgLmo8eCqBIH5lkGmU_jVstdqhnC0vQPlHmO70I9RprG3Ni7awIDMrRSx7R4pP9Pa6llmga94g/s72-c/shutterstock_1560507977.jpg" height="72" width="72"/></entry><entry><id>tag:blogger.com,1999:blog-6419051765409376063.post-4277753439960310079</id><published>2020-08-30T21:13:00.014-07:00</published><updated>2020-08-31T23:17:27.942-07:00</updated><category scheme="http://www.blogger.com/atom/ns#" term="Philosophy"/><title type='text'>Against Equality (Yes, Even That Kind)</title><content type='html'>&lt;p class=&quot;zw-paragraph&quot; data-doc-id=&quot;6454631000000282003&quot; data-doc-type=&quot;writer&quot; data-margin-bottom=&quot;0pt&quot; data-margin-left=&quot;0in&quot; data-text-indent=&quot;0in&quot; data-textformat=&quot;{&amp;quot;type&amp;quot;:&amp;quot;text&amp;quot;,&amp;quot;size&amp;quot;:&amp;quot;12&amp;quot;}&quot; data_styles=&quot;{&amp;quot;type&amp;quot;:&amp;quot;text&amp;quot;,&amp;quot;size&amp;quot;:&amp;quot;12&amp;quot;}&quot; style=&quot;line-height: 1.2; margin: 0px 0px 0pt 0in; text-align: justify; text-indent: 0in;&quot;&gt;&lt;span style=&quot;font-family: inherit;&quot;&gt;&lt;span style=&quot;text-align: left; text-indent: 0in;&quot;&gt;&lt;/span&gt;&lt;/span&gt;&lt;/p&gt;&lt;div class=&quot;separator&quot; style=&quot;clear: both; text-align: center;&quot;&gt;&lt;div class=&quot;separator&quot; style=&quot;clear: both; text-align: center;&quot;&gt;&lt;p class=&quot;zw-paragraph&quot; data-doc-id=&quot;6454631000000282003&quot; data-doc-type=&quot;writer&quot; data-margin-bottom=&quot;0pt&quot; data-margin-left=&quot;0in&quot; data-text-indent=&quot;0in&quot; data-textformat=&quot;{&amp;quot;fw&amp;quot;:&amp;quot;bold&amp;quot;,&amp;quot;type&amp;quot;:&amp;quot;text&amp;quot;}&quot; data_styles=&quot;{&amp;quot;fw&amp;quot;:&amp;quot;bold&amp;quot;,&amp;quot;type&amp;quot;:&amp;quot;text&amp;quot;}&quot; style=&quot;line-height: 1.2; margin: 0px 0px 0pt 0in; text-indent: 0in;&quot;&gt;&lt;span style=&quot;font-family: inherit;&quot;&gt;Video version of this article here:&amp;nbsp;&lt;a class=&quot;style-scope ytcp-video-info&quot; href=&quot;https://youtu.be/USzFwIjafoU&quot; style=&quot;background-color: #f4f4f4; text-align: start; text-decoration-line: none; white-space: nowrap;&quot; target=&quot;_blank&quot;&gt;https://youtu.be/USzFwIjafoU&lt;/a&gt;&lt;/span&gt;&lt;/p&gt;&lt;p class=&quot;zw-paragraph&quot; data-doc-id=&quot;6454631000000282003&quot; data-doc-type=&quot;writer&quot; data-margin-bottom=&quot;0pt&quot; data-margin-left=&quot;0in&quot; data-text-indent=&quot;0in&quot; 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&quot; style=&quot;border-color: rgb(0, 0, 0); border-radius: 0px; border-style: none; border-width: 0px; height: 351px; left: 0px; opacity: 1; padding: 0px; text-indent: 0in; top: 0px; width: 624px;&quot; /&gt;&lt;span style=&quot;text-indent: 0in;&quot;&gt;&amp;nbsp;&lt;/span&gt;&lt;span style=&quot;font-variant-east-asian: normal; font-variant-numeric: normal; letter-spacing: 0pt; text-indent: 0in; vertical-align: baseline;&quot;&gt;[image source: &lt;/span&gt;&lt;span style=&quot;color: #0000ee; font-variant-east-asian: normal; font-variant-numeric: normal; letter-spacing: 0pt; text-decoration-line: underline; text-indent: 0in; vertical-align: baseline;&quot;&gt;https://www.bbc.com/news/world-asia-pacific-10684399&lt;/span&gt;&lt;span style=&quot;font-variant-east-asian: normal; font-variant-numeric: normal; letter-spacing: 0pt; text-indent: 0in; vertical-align: baseline;&quot;&gt;]&lt;/span&gt;&lt;/span&gt;&lt;/p&gt;&lt;p class=&quot;zw-paragraph&quot; data-margin-bottom=&quot;0pt&quot; data-margin-left=&quot;0in&quot; data-text-indent=&quot;0in&quot; data-textformat=&quot;{&amp;quot;ff&amp;quot;:&amp;quot;Roboto&amp;quot;,&amp;quot;fv&amp;quot;:&amp;quot;normal&amp;quot;,&amp;quot;td&amp;quot;:&amp;quot;none&amp;quot;,&amp;quot;cs&amp;quot;:&amp;quot;0pt&amp;quot;,&amp;quot;fw&amp;quot;:&amp;quot;bold&amp;quot;,&amp;quot;fgc&amp;quot;:&amp;quot;rgb(0, 0, 0)&amp;quot;,&amp;quot;size&amp;quot;:&amp;quot;12&amp;quot;,&amp;quot;va&amp;quot;:&amp;quot;baseline&amp;quot;,&amp;quot;fw_i&amp;quot;:400,&amp;quot;type&amp;quot;:&amp;quot;text&amp;quot;,&amp;quot;fs&amp;quot;:&amp;quot;normal&amp;quot;,&amp;quot;bgc&amp;quot;:&amp;quot;rgba(0, 0, 0, 0)&amp;quot;}&quot; data_styles=&quot;{&amp;quot;ff&amp;quot;:&amp;quot;Roboto&amp;quot;,&amp;quot;fv&amp;quot;:&amp;quot;normal&amp;quot;,&amp;quot;td&amp;quot;:&amp;quot;none&amp;quot;,&amp;quot;cs&amp;quot;:&amp;quot;0pt&amp;quot;,&amp;quot;fw&amp;quot;:&amp;quot;bold&amp;quot;,&amp;quot;fgc&amp;quot;:&amp;quot;rgb(0, 0, 0)&amp;quot;,&amp;quot;size&amp;quot;:&amp;quot;12&amp;quot;,&amp;quot;va&amp;quot;:&amp;quot;baseline&amp;quot;,&amp;quot;fw_i&amp;quot;:400,&amp;quot;type&amp;quot;:&amp;quot;text&amp;quot;,&amp;quot;fs&amp;quot;:&amp;quot;normal&amp;quot;,&amp;quot;bgc&amp;quot;:&amp;quot;rgba(0, 0, 0, 0)&amp;quot;}&quot; style=&quot;line-height: 1.2; margin: 0px 0px 0pt 0in; text-align: left; text-indent: 0in;&quot;&gt;&lt;span class=&quot;EOP&quot; style=&quot;font-family: inherit;&quot;&gt;&amp;nbsp;&lt;/span&gt;&lt;/p&gt;&lt;p class=&quot;zw-paragraph&quot; data-margin-bottom=&quot;0pt&quot; data-margin-left=&quot;0in&quot; data-text-indent=&quot;0in&quot; data-textformat=&quot;{&amp;quot;ff&amp;quot;:&amp;quot;Roboto&amp;quot;,&amp;quot;size&amp;quot;:&amp;quot;12&amp;quot;,&amp;quot;type&amp;quot;:&amp;quot;text&amp;quot;}&quot; data_styles=&quot;{&amp;quot;ff&amp;quot;:&amp;quot;Roboto&amp;quot;,&amp;quot;size&amp;quot;:&amp;quot;12&amp;quot;,&amp;quot;type&amp;quot;:&amp;quot;text&amp;quot;}&quot; style=&quot;line-height: 1.2; margin: 0px 0px 0pt 0in; text-align: left; text-indent: 0in;&quot;&gt;&lt;span style=&quot;font-family: inherit;&quot;&gt;&lt;span&gt;Almost everyone talks about &quot;equality&quot; as though it is an obviously good thing, &lt;/span&gt;&lt;span style=&quot;font-variant-east-asian: normal; font-variant-numeric: normal; letter-spacing: 0pt; vertical-align: baseline;&quot;&gt;but to me equality seems at best neutral and at worst dangerous&lt;/span&gt;&lt;span&gt;. &quot;Equal&quot; means &quot;the same&quot;. If I say 2+2=4 I&#39;m saying that having two sets of two things is the same as having four things. Similarly, to say that people are equal is to say that they&#39;re the same. Do you really want to live in a world in which everyone is identical?&lt;/span&gt;&lt;/span&gt;&lt;/p&gt;&lt;p class=&quot;zw-paragraph&quot; data-margin-bottom=&quot;0pt&quot; data-margin-left=&quot;0in&quot; data-text-indent=&quot;0in&quot; data-textformat=&quot;{&amp;quot;ff&amp;quot;:&amp;quot;Roboto&amp;quot;,&amp;quot;size&amp;quot;:&amp;quot;12&amp;quot;,&amp;quot;type&amp;quot;:&amp;quot;text&amp;quot;}&quot; data_styles=&quot;{&amp;quot;ff&amp;quot;:&amp;quot;Roboto&amp;quot;,&amp;quot;size&amp;quot;:&amp;quot;12&amp;quot;,&amp;quot;type&amp;quot;:&amp;quot;text&amp;quot;}&quot; style=&quot;line-height: 1.2; margin: 0px 0px 0pt 0in; text-align: left; text-indent: 0in;&quot;&gt;&lt;span class=&quot;EOP&quot; style=&quot;font-family: inherit;&quot;&gt;&amp;nbsp;&lt;/span&gt;&lt;/p&gt;&lt;p class=&quot;zw-paragraph&quot; data-margin-bottom=&quot;0pt&quot; data-margin-left=&quot;0in&quot; data-text-indent=&quot;0in&quot; data-textformat=&quot;{&amp;quot;ff&amp;quot;:&amp;quot;Roboto&amp;quot;,&amp;quot;size&amp;quot;:&amp;quot;12&amp;quot;,&amp;quot;type&amp;quot;:&amp;quot;text&amp;quot;}&quot; data_styles=&quot;{&amp;quot;ff&amp;quot;:&amp;quot;Roboto&amp;quot;,&amp;quot;size&amp;quot;:&amp;quot;12&amp;quot;,&amp;quot;type&amp;quot;:&amp;quot;text&amp;quot;}&quot; style=&quot;line-height: 1.2; margin: 0px 0px 0pt 0in; text-align: left; text-indent: 0in;&quot;&gt;&lt;span style=&quot;font-family: inherit;&quot;&gt;&lt;span&gt;Now, you&#39;d probably say that when you talk about equality you don&#39;t mean it quite that literally, but it&#39;s not clear at all what people &lt;/span&gt;&lt;span style=&quot;font-style: italic;&quot;&gt;do&lt;/span&gt;&lt;span&gt; mean by it. So, what I&#39;ll be doing today is going through four possible definitions of equality that people might support, and I&#39;ll be explaining why none are &lt;/span&gt;&lt;span style=&quot;font-style: italic;&quot;&gt;worth&lt;/span&gt;&lt;span&gt; supporting.&lt;/span&gt;&lt;/span&gt;&lt;/p&gt;&lt;p class=&quot;zw-paragraph&quot; data-margin-bottom=&quot;0pt&quot; data-margin-left=&quot;0in&quot; data-text-indent=&quot;0in&quot; data-textformat=&quot;{&amp;quot;ff&amp;quot;:&amp;quot;Roboto&amp;quot;,&amp;quot;fw&amp;quot;:&amp;quot;bold&amp;quot;,&amp;quot;size&amp;quot;:&amp;quot;12&amp;quot;,&amp;quot;type&amp;quot;:&amp;quot;text&amp;quot;}&quot; data_styles=&quot;{&amp;quot;ff&amp;quot;:&amp;quot;Roboto&amp;quot;,&amp;quot;fw&amp;quot;:&amp;quot;bold&amp;quot;,&amp;quot;size&amp;quot;:&amp;quot;12&amp;quot;,&amp;quot;type&amp;quot;:&amp;quot;text&amp;quot;}&quot; style=&quot;line-height: 1.2; margin: 0px 0px 0pt 0in; text-align: left; text-indent: 0in;&quot;&gt;&lt;span class=&quot;EOP&quot; style=&quot;font-family: inherit;&quot;&gt;&amp;nbsp;&lt;/span&gt;&lt;/p&gt;&lt;p class=&quot;zw-paragraph&quot; data-margin-bottom=&quot;0pt&quot; data-margin-left=&quot;0in&quot; data-text-indent=&quot;0in&quot; data-textformat=&quot;{&amp;quot;ff&amp;quot;:&amp;quot;Roboto&amp;quot;,&amp;quot;size&amp;quot;:&amp;quot;12&amp;quot;,&amp;quot;type&amp;quot;:&amp;quot;text&amp;quot;}&quot; data_styles=&quot;{&amp;quot;ff&amp;quot;:&amp;quot;Roboto&amp;quot;,&amp;quot;size&amp;quot;:&amp;quot;12&amp;quot;,&amp;quot;type&amp;quot;:&amp;quot;text&amp;quot;}&quot; style=&quot;line-height: 1.2; margin: 0px 0px 0pt 0in; text-align: left; text-indent: 0in;&quot;&gt;&lt;span style=&quot;font-family: inherit; font-weight: 700;&quot;&gt;Actual Equality&lt;/span&gt;&lt;/p&gt;&lt;p class=&quot;zw-paragraph&quot; data-margin-bottom=&quot;0pt&quot; data-margin-left=&quot;0in&quot; data-text-indent=&quot;0in&quot; data-textformat=&quot;{&amp;quot;ff&amp;quot;:&amp;quot;Roboto&amp;quot;,&amp;quot;size&amp;quot;:&amp;quot;12&amp;quot;,&amp;quot;type&amp;quot;:&amp;quot;text&amp;quot;}&quot; data_styles=&quot;{&amp;quot;ff&amp;quot;:&amp;quot;Roboto&amp;quot;,&amp;quot;size&amp;quot;:&amp;quot;12&amp;quot;,&amp;quot;type&amp;quot;:&amp;quot;text&amp;quot;}&quot; style=&quot;line-height: 1.2; margin: 0px 0px 0pt 0in; text-align: left; text-indent: 0in;&quot;&gt;&lt;span class=&quot;EOP&quot; style=&quot;font-family: inherit;&quot;&gt;&amp;nbsp;&lt;/span&gt;&lt;/p&gt;&lt;p class=&quot;zw-paragraph&quot; data-margin-bottom=&quot;0pt&quot; data-margin-left=&quot;0in&quot; data-text-indent=&quot;0in&quot; data-textformat=&quot;{&amp;quot;ff&amp;quot;:&amp;quot;Roboto&amp;quot;,&amp;quot;size&amp;quot;:&amp;quot;12&amp;quot;,&amp;quot;type&amp;quot;:&amp;quot;text&amp;quot;}&quot; data_styles=&quot;{&amp;quot;ff&amp;quot;:&amp;quot;Roboto&amp;quot;,&amp;quot;size&amp;quot;:&amp;quot;12&amp;quot;,&amp;quot;type&amp;quot;:&amp;quot;text&amp;quot;}&quot; style=&quot;line-height: 1.2; margin: 0px 0px 0pt 0in; text-align: left; text-indent: 0in;&quot;&gt;&lt;span style=&quot;font-family: inherit;&quot;&gt;&lt;span&gt;Some say that believing in equality means you literally think that people &lt;/span&gt;&lt;span style=&quot;font-style: italic;&quot;&gt;are&lt;/span&gt;&lt;span&gt; equal&lt;/span&gt;&lt;span&gt;. But, of course, people differ in intelligence, preferences, strength, height, health, skills, etc. They differ individual to individual &lt;/span&gt;&lt;span style=&quot;font-style: italic;&quot;&gt;and &lt;/span&gt;&lt;span&gt;group to group. As the great Thomas Sowell puts it: &lt;/span&gt;&lt;span style=&quot;font-variant-east-asian: normal; font-variant-numeric: normal; letter-spacing: 0pt; vertical-align: baseline;&quot;&gt;“Nobody is equal to anybody. Even the same man is not equal to himself on different days.”&lt;/span&gt;&lt;br class=&quot;zw-br&quot; /&gt;&lt;br class=&quot;zw-br&quot; /&gt;&lt;span style=&quot;font-variant-east-asian: normal; font-variant-numeric: normal; letter-spacing: 0pt; vertical-align: baseline;&quot;&gt;A common response when I point this out is &quot;but people are only different because of oppression!&quot; Which, to start with, is wrong. There are a whole host of reasons people can differ that aren&#39;t oppressive, including (but not limited to) upbringing, place of birth, genetics, or just plain luck—just because one person has been luckier than another doesn&#39;t mean the luckier person is oppressing the less lucky one—but either way, it&#39;s beside the point. The fact remains that people &lt;/span&gt;&lt;span style=&quot;font-style: italic; font-variant-east-asian: normal; font-variant-numeric: normal; letter-spacing: 0pt; vertical-align: baseline;&quot;&gt;are &lt;/span&gt;&lt;span style=&quot;font-variant-east-asian: normal; font-variant-numeric: normal; letter-spacing: 0pt; vertical-align: baseline;&quot;&gt;different.&lt;/span&gt;&lt;/span&gt;&lt;/p&gt;&lt;p class=&quot;zw-paragraph&quot; data-margin-bottom=&quot;0pt&quot; data-margin-left=&quot;0in&quot; data-text-indent=&quot;0in&quot; data-textformat=&quot;{&amp;quot;ff&amp;quot;:&amp;quot;Roboto&amp;quot;,&amp;quot;fv&amp;quot;:&amp;quot;normal&amp;quot;,&amp;quot;td&amp;quot;:&amp;quot;none&amp;quot;,&amp;quot;cs&amp;quot;:&amp;quot;0pt&amp;quot;,&amp;quot;fw&amp;quot;:&amp;quot;none&amp;quot;,&amp;quot;fgc&amp;quot;:&amp;quot;rgb(0, 0, 0)&amp;quot;,&amp;quot;size&amp;quot;:&amp;quot;12&amp;quot;,&amp;quot;va&amp;quot;:&amp;quot;baseline&amp;quot;,&amp;quot;type&amp;quot;:&amp;quot;text&amp;quot;,&amp;quot;fs&amp;quot;:&amp;quot;none&amp;quot;,&amp;quot;bgc&amp;quot;:&amp;quot;rgba(0, 0, 0, 0)&amp;quot;}&quot; data_styles=&quot;{&amp;quot;ff&amp;quot;:&amp;quot;Roboto&amp;quot;,&amp;quot;fv&amp;quot;:&amp;quot;normal&amp;quot;,&amp;quot;td&amp;quot;:&amp;quot;none&amp;quot;,&amp;quot;cs&amp;quot;:&amp;quot;0pt&amp;quot;,&amp;quot;fw&amp;quot;:&amp;quot;none&amp;quot;,&amp;quot;fgc&amp;quot;:&amp;quot;rgb(0, 0, 0)&amp;quot;,&amp;quot;size&amp;quot;:&amp;quot;12&amp;quot;,&amp;quot;va&amp;quot;:&amp;quot;baseline&amp;quot;,&amp;quot;type&amp;quot;:&amp;quot;text&amp;quot;,&amp;quot;fs&amp;quot;:&amp;quot;none&amp;quot;,&amp;quot;bgc&amp;quot;:&amp;quot;rgba(0, 0, 0, 0)&amp;quot;}&quot; style=&quot;line-height: 1.2; margin: 0px 0px 0pt 0in; text-align: left; text-indent: 0in;&quot;&gt;&lt;span class=&quot;EOP&quot; style=&quot;font-family: inherit;&quot;&gt;&amp;nbsp;&lt;/span&gt;&lt;/p&gt;&lt;p class=&quot;zw-paragraph&quot; data-margin-bottom=&quot;0pt&quot; data-margin-left=&quot;0in&quot; data-text-indent=&quot;0in&quot; data-textformat=&quot;{&amp;quot;ff&amp;quot;:&amp;quot;Roboto&amp;quot;,&amp;quot;size&amp;quot;:&amp;quot;12&amp;quot;,&amp;quot;type&amp;quot;:&amp;quot;text&amp;quot;}&quot; data_styles=&quot;{&amp;quot;ff&amp;quot;:&amp;quot;Roboto&amp;quot;,&amp;quot;size&amp;quot;:&amp;quot;12&amp;quot;,&amp;quot;type&amp;quot;:&amp;quot;text&amp;quot;}&quot; style=&quot;line-height: 1.2; margin: 0px 0px 0pt 0in; text-align: left; text-indent: 0in;&quot;&gt;&lt;span style=&quot;font-family: inherit;&quot;&gt;&lt;span style=&quot;font-variant-east-asian: normal; font-variant-numeric: normal; letter-spacing: 0pt; vertical-align: baseline;&quot;&gt;Whatever the &lt;/span&gt;&lt;span style=&quot;font-style: italic; font-variant-east-asian: normal; font-variant-numeric: normal; letter-spacing: 0pt; vertical-align: baseline;&quot;&gt;cause &lt;/span&gt;&lt;span style=&quot;font-variant-east-asian: normal; font-variant-numeric: normal; letter-spacing: 0pt; vertical-align: baseline;&quot;&gt;of the inequality, any suggestion of &lt;/span&gt;&lt;span style=&quot;font-style: italic; font-variant-east-asian: normal; font-variant-numeric: normal; letter-spacing: 0pt; vertical-align: baseline;&quot;&gt;actual equality &lt;/span&gt;&lt;span style=&quot;font-variant-east-asian: normal; font-variant-numeric: normal; letter-spacing: 0pt; vertical-align: baseline;&quot;&gt;of people is simply a false claim about reality.&lt;/span&gt;&lt;/span&gt;&lt;/p&gt;&lt;p class=&quot;zw-paragraph&quot; data-margin-bottom=&quot;0pt&quot; data-margin-left=&quot;0in&quot; data-text-indent=&quot;0in&quot; data-textformat=&quot;{&amp;quot;ff&amp;quot;:&amp;quot;Roboto&amp;quot;,&amp;quot;fv&amp;quot;:&amp;quot;normal&amp;quot;,&amp;quot;td&amp;quot;:&amp;quot;none&amp;quot;,&amp;quot;cs&amp;quot;:&amp;quot;0pt&amp;quot;,&amp;quot;fw&amp;quot;:&amp;quot;none&amp;quot;,&amp;quot;fgc&amp;quot;:&amp;quot;rgb(0, 0, 0)&amp;quot;,&amp;quot;size&amp;quot;:&amp;quot;12&amp;quot;,&amp;quot;va&amp;quot;:&amp;quot;baseline&amp;quot;,&amp;quot;type&amp;quot;:&amp;quot;text&amp;quot;,&amp;quot;fs&amp;quot;:&amp;quot;none&amp;quot;,&amp;quot;bgc&amp;quot;:&amp;quot;rgba(0, 0, 0, 0)&amp;quot;}&quot; data_styles=&quot;{&amp;quot;ff&amp;quot;:&amp;quot;Roboto&amp;quot;,&amp;quot;fv&amp;quot;:&amp;quot;normal&amp;quot;,&amp;quot;td&amp;quot;:&amp;quot;none&amp;quot;,&amp;quot;cs&amp;quot;:&amp;quot;0pt&amp;quot;,&amp;quot;fw&amp;quot;:&amp;quot;none&amp;quot;,&amp;quot;fgc&amp;quot;:&amp;quot;rgb(0, 0, 0)&amp;quot;,&amp;quot;size&amp;quot;:&amp;quot;12&amp;quot;,&amp;quot;va&amp;quot;:&amp;quot;baseline&amp;quot;,&amp;quot;type&amp;quot;:&amp;quot;text&amp;quot;,&amp;quot;fs&amp;quot;:&amp;quot;none&amp;quot;,&amp;quot;bgc&amp;quot;:&amp;quot;rgba(0, 0, 0, 0)&amp;quot;}&quot; style=&quot;line-height: 1.2; margin: 0px 0px 0pt 0in; text-align: left; text-indent: 0in;&quot;&gt;&lt;span class=&quot;EOP&quot; style=&quot;font-family: inherit;&quot;&gt;&amp;nbsp;&lt;/span&gt;&lt;/p&gt;&lt;p class=&quot;zw-paragraph&quot; data-margin-bottom=&quot;0pt&quot; data-margin-left=&quot;0in&quot; data-text-indent=&quot;0in&quot; data-textformat=&quot;{&amp;quot;ff&amp;quot;:&amp;quot;Roboto&amp;quot;,&amp;quot;size&amp;quot;:&amp;quot;12&amp;quot;,&amp;quot;type&amp;quot;:&amp;quot;text&amp;quot;}&quot; data_styles=&quot;{&amp;quot;ff&amp;quot;:&amp;quot;Roboto&amp;quot;,&amp;quot;size&amp;quot;:&amp;quot;12&amp;quot;,&amp;quot;type&amp;quot;:&amp;quot;text&amp;quot;}&quot; style=&quot;line-height: 1.2; margin: 0px 0px 0pt 0in; text-align: left; text-indent: 0in;&quot;&gt;&lt;span style=&quot;font-family: inherit; font-weight: 700;&quot;&gt;Equality Of Outcome&lt;/span&gt;&lt;/p&gt;&lt;p class=&quot;zw-paragraph&quot; data-margin-bottom=&quot;0pt&quot; data-margin-left=&quot;0in&quot; data-text-indent=&quot;0in&quot; data-textformat=&quot;{&amp;quot;ff&amp;quot;:&amp;quot;Roboto&amp;quot;,&amp;quot;size&amp;quot;:&amp;quot;12&amp;quot;,&amp;quot;type&amp;quot;:&amp;quot;text&amp;quot;}&quot; data_styles=&quot;{&amp;quot;ff&amp;quot;:&amp;quot;Roboto&amp;quot;,&amp;quot;size&amp;quot;:&amp;quot;12&amp;quot;,&amp;quot;type&amp;quot;:&amp;quot;text&amp;quot;}&quot; style=&quot;line-height: 1.2; margin: 0px 0px 0pt 0in; text-align: left; text-indent: 0in;&quot;&gt;&lt;span class=&quot;EOP&quot; style=&quot;font-family: inherit;&quot;&gt;&amp;nbsp;&lt;/span&gt;&lt;/p&gt;&lt;p class=&quot;zw-paragraph&quot; data-margin-bottom=&quot;0pt&quot; data-margin-left=&quot;0in&quot; data-text-indent=&quot;0in&quot; data-textformat=&quot;{&amp;quot;ff&amp;quot;:&amp;quot;Roboto&amp;quot;,&amp;quot;size&amp;quot;:&amp;quot;12&amp;quot;,&amp;quot;type&amp;quot;:&amp;quot;text&amp;quot;}&quot; data_styles=&quot;{&amp;quot;ff&amp;quot;:&amp;quot;Roboto&amp;quot;,&amp;quot;size&amp;quot;:&amp;quot;12&amp;quot;,&amp;quot;type&amp;quot;:&amp;quot;text&amp;quot;}&quot; style=&quot;line-height: 1.2; margin: 0px 0px 0pt 0in; text-align: left; text-indent: 0in;&quot;&gt;&lt;span style=&quot;font-family: inherit;&quot;&gt;&lt;span style=&quot;font-variant-east-asian: normal; font-variant-numeric: normal; letter-spacing: 0pt; vertical-align: baseline;&quot;&gt;An alternative could be that when you say you believe in &lt;/span&gt;&lt;span style=&quot;font-variant-east-asian: normal; font-variant-numeric: normal; letter-spacing: 0pt; vertical-align: baseline;&quot;&gt;equality you don&#39;t mean that people &lt;/span&gt;&lt;span style=&quot;font-style: italic; font-variant-east-asian: normal; font-variant-numeric: normal; letter-spacing: 0pt; vertical-align: baseline;&quot;&gt;are&lt;/span&gt;&lt;span style=&quot;font-variant-east-asian: normal; font-variant-numeric: normal; letter-spacing: 0pt; vertical-align: baseline;&quot;&gt; equal, rather you just mean that people &lt;/span&gt;&lt;span style=&quot;font-style: italic; font-variant-east-asian: normal; font-variant-numeric: normal; letter-spacing: 0pt; vertical-align: baseline;&quot;&gt;ought&lt;/span&gt;&lt;span style=&quot;font-variant-east-asian: normal; font-variant-numeric: normal; letter-spacing: 0pt; vertical-align: baseline;&quot;&gt; to be equal...&lt;/span&gt;&lt;span style=&quot;font-variant-east-asian: normal; font-variant-numeric: normal; letter-spacing: 0pt; vertical-align: baseline;&quot;&gt; but in what way is equality a good thing? Presumably nobody actually wants people to all be identical clones of one-another. Instead, perhaps what is meant is that we all ought to be equally well off.&lt;/span&gt;&lt;/span&gt;&lt;/p&gt;&lt;p class=&quot;zw-paragraph&quot; data-margin-bottom=&quot;0pt&quot; data-margin-left=&quot;0in&quot; data-text-indent=&quot;0in&quot; data-textformat=&quot;{&amp;quot;ff&amp;quot;:&amp;quot;Roboto&amp;quot;,&amp;quot;fv&amp;quot;:&amp;quot;normal&amp;quot;,&amp;quot;td&amp;quot;:&amp;quot;none&amp;quot;,&amp;quot;cs&amp;quot;:&amp;quot;0pt&amp;quot;,&amp;quot;fw&amp;quot;:&amp;quot;none&amp;quot;,&amp;quot;fgc&amp;quot;:&amp;quot;rgb(0, 0, 0)&amp;quot;,&amp;quot;size&amp;quot;:&amp;quot;12&amp;quot;,&amp;quot;va&amp;quot;:&amp;quot;baseline&amp;quot;,&amp;quot;type&amp;quot;:&amp;quot;text&amp;quot;,&amp;quot;fs&amp;quot;:&amp;quot;normal&amp;quot;,&amp;quot;bgc&amp;quot;:&amp;quot;rgba(0, 0, 0, 0)&amp;quot;}&quot; data_styles=&quot;{&amp;quot;ff&amp;quot;:&amp;quot;Roboto&amp;quot;,&amp;quot;fv&amp;quot;:&amp;quot;normal&amp;quot;,&amp;quot;td&amp;quot;:&amp;quot;none&amp;quot;,&amp;quot;cs&amp;quot;:&amp;quot;0pt&amp;quot;,&amp;quot;fw&amp;quot;:&amp;quot;none&amp;quot;,&amp;quot;fgc&amp;quot;:&amp;quot;rgb(0, 0, 0)&amp;quot;,&amp;quot;size&amp;quot;:&amp;quot;12&amp;quot;,&amp;quot;va&amp;quot;:&amp;quot;baseline&amp;quot;,&amp;quot;type&amp;quot;:&amp;quot;text&amp;quot;,&amp;quot;fs&amp;quot;:&amp;quot;normal&amp;quot;,&amp;quot;bgc&amp;quot;:&amp;quot;rgba(0, 0, 0, 0)&amp;quot;}&quot; style=&quot;line-height: 1.2; margin: 0px 0px 0pt 0in; text-align: left; text-indent: 0in;&quot;&gt;&lt;span class=&quot;EOP&quot; style=&quot;font-family: inherit;&quot;&gt;&amp;nbsp;&lt;/span&gt;&lt;/p&gt;&lt;p class=&quot;zw-paragraph&quot; data-margin-bottom=&quot;0pt&quot; data-margin-left=&quot;0in&quot; data-text-indent=&quot;0in&quot; data-textformat=&quot;{&amp;quot;ff&amp;quot;:&amp;quot;Roboto&amp;quot;,&amp;quot;size&amp;quot;:&amp;quot;12&amp;quot;,&amp;quot;type&amp;quot;:&amp;quot;text&amp;quot;}&quot; data_styles=&quot;{&amp;quot;ff&amp;quot;:&amp;quot;Roboto&amp;quot;,&amp;quot;size&amp;quot;:&amp;quot;12&amp;quot;,&amp;quot;type&amp;quot;:&amp;quot;text&amp;quot;}&quot; style=&quot;line-height: 1.2; margin: 0px 0px 0pt 0in; text-align: left; text-indent: 0in;&quot;&gt;&lt;span style=&quot;font-family: inherit;&quot;&gt;&lt;span style=&quot;font-variant-east-asian: normal; font-variant-numeric: normal; letter-spacing: 0pt; vertical-align: baseline;&quot;&gt;Let&#39;s take a simple example to see whether you really think this kind of equality is a good thing. Consider two men; one rich, one poor. How much of the rich man&#39;s wealth would you be willing to destroy in order to lessen that inequality? I&#39;m guessing &lt;/span&gt;&lt;span style=&quot;font-variant-east-asian: normal; font-variant-numeric: normal; letter-spacing: 0pt; vertical-align: baseline;&quot;&gt;most people&#39;s &lt;/span&gt;&lt;span style=&quot;font-variant-east-asian: normal; font-variant-numeric: normal; letter-spacing: 0pt; vertical-align: baseline;&quot;&gt;answer is &quot;none.&quot;&lt;/span&gt;&lt;/span&gt;&lt;/p&gt;&lt;p class=&quot;zw-paragraph&quot; data-margin-bottom=&quot;0pt&quot; data-margin-left=&quot;0in&quot; data-text-indent=&quot;0in&quot; data-textformat=&quot;{&amp;quot;ff&amp;quot;:&amp;quot;Roboto&amp;quot;,&amp;quot;fv&amp;quot;:&amp;quot;normal&amp;quot;,&amp;quot;td&amp;quot;:&amp;quot;none&amp;quot;,&amp;quot;cs&amp;quot;:&amp;quot;0pt&amp;quot;,&amp;quot;fw&amp;quot;:&amp;quot;none&amp;quot;,&amp;quot;fgc&amp;quot;:&amp;quot;rgb(0, 0, 0)&amp;quot;,&amp;quot;size&amp;quot;:&amp;quot;12&amp;quot;,&amp;quot;va&amp;quot;:&amp;quot;baseline&amp;quot;,&amp;quot;type&amp;quot;:&amp;quot;text&amp;quot;,&amp;quot;fs&amp;quot;:&amp;quot;normal&amp;quot;,&amp;quot;bgc&amp;quot;:&amp;quot;rgba(0, 0, 0, 0)&amp;quot;}&quot; data_styles=&quot;{&amp;quot;ff&amp;quot;:&amp;quot;Roboto&amp;quot;,&amp;quot;fv&amp;quot;:&amp;quot;normal&amp;quot;,&amp;quot;td&amp;quot;:&amp;quot;none&amp;quot;,&amp;quot;cs&amp;quot;:&amp;quot;0pt&amp;quot;,&amp;quot;fw&amp;quot;:&amp;quot;none&amp;quot;,&amp;quot;fgc&amp;quot;:&amp;quot;rgb(0, 0, 0)&amp;quot;,&amp;quot;size&amp;quot;:&amp;quot;12&amp;quot;,&amp;quot;va&amp;quot;:&amp;quot;baseline&amp;quot;,&amp;quot;type&amp;quot;:&amp;quot;text&amp;quot;,&amp;quot;fs&amp;quot;:&amp;quot;normal&amp;quot;,&amp;quot;bgc&amp;quot;:&amp;quot;rgba(0, 0, 0, 0)&amp;quot;}&quot; style=&quot;line-height: 1.2; margin: 0px 0px 0pt 0in; text-align: left; text-indent: 0in;&quot;&gt;&lt;span class=&quot;EOP&quot; style=&quot;font-family: inherit;&quot;&gt;&amp;nbsp;&lt;/span&gt;&lt;/p&gt;&lt;p class=&quot;zw-paragraph&quot; data-margin-bottom=&quot;0pt&quot; data-margin-left=&quot;0in&quot; data-text-indent=&quot;0in&quot; data-textformat=&quot;{&amp;quot;ff&amp;quot;:&amp;quot;Roboto&amp;quot;,&amp;quot;size&amp;quot;:&amp;quot;12&amp;quot;,&amp;quot;type&amp;quot;:&amp;quot;text&amp;quot;}&quot; data_styles=&quot;{&amp;quot;ff&amp;quot;:&amp;quot;Roboto&amp;quot;,&amp;quot;size&amp;quot;:&amp;quot;12&amp;quot;,&amp;quot;type&amp;quot;:&amp;quot;text&amp;quot;}&quot; style=&quot;line-height: 1.2; margin: 0px 0px 0pt 0in; text-align: left; text-indent: 0in;&quot;&gt;&lt;span style=&quot;font-family: inherit;&quot;&gt;&lt;span style=&quot;font-variant-east-asian: normal; font-variant-numeric: normal; letter-spacing: 0pt; vertical-align: baseline;&quot;&gt;I&#39;m not asking how much would you want to steal from the rich man and give to the poor man, mind you. I&#39;m asking how much of the rich man&#39;s wealth would you be willing to destroy. If you are willing to steal from the rich man and give to the poor man, you may just think the poor man would value that wealth &lt;/span&gt;&lt;span style=&quot;font-style: italic; font-variant-east-asian: normal; font-variant-numeric: normal; letter-spacing: 0pt; vertical-align: baseline;&quot;&gt;more&lt;/span&gt;&lt;span style=&quot;font-variant-east-asian: normal; font-variant-numeric: normal; letter-spacing: 0pt; vertical-align: baseline;&quot;&gt; than the rich man would; possibly because you think the rich man has so much he won&#39;t notice a small percentage of his wealth gone, but the poor man would certainly notice the large percentage increase to his.&lt;/span&gt;&lt;/span&gt;&lt;/p&gt;&lt;p class=&quot;zw-paragraph&quot; data-margin-bottom=&quot;0pt&quot; data-margin-left=&quot;0in&quot; data-text-indent=&quot;0in&quot; data-textformat=&quot;{&amp;quot;ff&amp;quot;:&amp;quot;Roboto&amp;quot;,&amp;quot;fv&amp;quot;:&amp;quot;normal&amp;quot;,&amp;quot;td&amp;quot;:&amp;quot;none&amp;quot;,&amp;quot;cs&amp;quot;:&amp;quot;0pt&amp;quot;,&amp;quot;fw&amp;quot;:&amp;quot;none&amp;quot;,&amp;quot;fgc&amp;quot;:&amp;quot;rgb(0, 0, 0)&amp;quot;,&amp;quot;size&amp;quot;:&amp;quot;12&amp;quot;,&amp;quot;va&amp;quot;:&amp;quot;baseline&amp;quot;,&amp;quot;type&amp;quot;:&amp;quot;text&amp;quot;,&amp;quot;fs&amp;quot;:&amp;quot;normal&amp;quot;,&amp;quot;bgc&amp;quot;:&amp;quot;rgba(0, 0, 0, 0)&amp;quot;}&quot; data_styles=&quot;{&amp;quot;ff&amp;quot;:&amp;quot;Roboto&amp;quot;,&amp;quot;fv&amp;quot;:&amp;quot;normal&amp;quot;,&amp;quot;td&amp;quot;:&amp;quot;none&amp;quot;,&amp;quot;cs&amp;quot;:&amp;quot;0pt&amp;quot;,&amp;quot;fw&amp;quot;:&amp;quot;none&amp;quot;,&amp;quot;fgc&amp;quot;:&amp;quot;rgb(0, 0, 0)&amp;quot;,&amp;quot;size&amp;quot;:&amp;quot;12&amp;quot;,&amp;quot;va&amp;quot;:&amp;quot;baseline&amp;quot;,&amp;quot;type&amp;quot;:&amp;quot;text&amp;quot;,&amp;quot;fs&amp;quot;:&amp;quot;normal&amp;quot;,&amp;quot;bgc&amp;quot;:&amp;quot;rgba(0, 0, 0, 0)&amp;quot;}&quot; style=&quot;line-height: 1.2; margin: 0px 0px 0pt 0in; text-align: left; text-indent: 0in;&quot;&gt;&lt;span class=&quot;EOP&quot; style=&quot;font-family: inherit;&quot;&gt;&amp;nbsp;&lt;/span&gt;&lt;/p&gt;&lt;p class=&quot;zw-paragraph&quot; data-margin-bottom=&quot;0pt&quot; data-margin-left=&quot;0in&quot; data-text-indent=&quot;0in&quot; data-textformat=&quot;{&amp;quot;ff&amp;quot;:&amp;quot;Roboto&amp;quot;,&amp;quot;size&amp;quot;:&amp;quot;12&amp;quot;,&amp;quot;type&amp;quot;:&amp;quot;text&amp;quot;}&quot; data_styles=&quot;{&amp;quot;ff&amp;quot;:&amp;quot;Roboto&amp;quot;,&amp;quot;size&amp;quot;:&amp;quot;12&amp;quot;,&amp;quot;type&amp;quot;:&amp;quot;text&amp;quot;}&quot; style=&quot;line-height: 1.2; margin: 0px 0px 0pt 0in; text-align: left; text-indent: 0in;&quot;&gt;&lt;span style=&quot;font-family: inherit;&quot;&gt;&lt;span style=&quot;font-variant-east-asian: normal; font-variant-numeric: normal; letter-spacing: 0pt; vertical-align: baseline;&quot;&gt;What you&#39;re doing there is just trying to maximize total value for all involved, which is not the same as valuing equality. If you really think that equality itself &lt;/span&gt;&lt;span style=&quot;font-variant-east-asian: normal; font-variant-numeric: normal; letter-spacing: 0pt; vertical-align: baseline;&quot;&gt;is a good thing, you &lt;/span&gt;&lt;span style=&quot;font-style: italic; font-variant-east-asian: normal; font-variant-numeric: normal; letter-spacing: 0pt; vertical-align: baseline;&quot;&gt;must&lt;/span&gt;&lt;span style=&quot;font-variant-east-asian: normal; font-variant-numeric: normal; letter-spacing: 0pt; vertical-align: baseline;&quot;&gt; be willing to give up some cost in terms of total value to reduce inequality, which is accomplished by destroying some of the rich man&#39;s wealth. If you are not willing to give up even a small amount of total value in order to reduce inequality in what sense can you really claim to value equality? When I see that someone is not willing to pay &lt;/span&gt;&lt;span style=&quot;font-style: italic; font-variant-east-asian: normal; font-variant-numeric: normal; letter-spacing: 0pt; vertical-align: baseline;&quot;&gt;any&lt;/span&gt;&lt;span style=&quot;font-variant-east-asian: normal; font-variant-numeric: normal; letter-spacing: 0pt; vertical-align: baseline;&quot;&gt; cost for something, I say that person does not value that thing.&lt;/span&gt;&lt;/span&gt;&lt;/p&gt;&lt;p class=&quot;zw-paragraph&quot; data-margin-bottom=&quot;0pt&quot; data-margin-left=&quot;0in&quot; data-text-indent=&quot;0in&quot; data-textformat=&quot;{&amp;quot;ff&amp;quot;:&amp;quot;Roboto&amp;quot;,&amp;quot;fv&amp;quot;:&amp;quot;normal&amp;quot;,&amp;quot;td&amp;quot;:&amp;quot;none&amp;quot;,&amp;quot;cs&amp;quot;:&amp;quot;0pt&amp;quot;,&amp;quot;fw&amp;quot;:&amp;quot;none&amp;quot;,&amp;quot;fgc&amp;quot;:&amp;quot;rgb(0, 0, 0)&amp;quot;,&amp;quot;size&amp;quot;:&amp;quot;12&amp;quot;,&amp;quot;va&amp;quot;:&amp;quot;baseline&amp;quot;,&amp;quot;type&amp;quot;:&amp;quot;text&amp;quot;,&amp;quot;fs&amp;quot;:&amp;quot;normal&amp;quot;,&amp;quot;bgc&amp;quot;:&amp;quot;rgba(0, 0, 0, 0)&amp;quot;}&quot; data_styles=&quot;{&amp;quot;ff&amp;quot;:&amp;quot;Roboto&amp;quot;,&amp;quot;fv&amp;quot;:&amp;quot;normal&amp;quot;,&amp;quot;td&amp;quot;:&amp;quot;none&amp;quot;,&amp;quot;cs&amp;quot;:&amp;quot;0pt&amp;quot;,&amp;quot;fw&amp;quot;:&amp;quot;none&amp;quot;,&amp;quot;fgc&amp;quot;:&amp;quot;rgb(0, 0, 0)&amp;quot;,&amp;quot;size&amp;quot;:&amp;quot;12&amp;quot;,&amp;quot;va&amp;quot;:&amp;quot;baseline&amp;quot;,&amp;quot;type&amp;quot;:&amp;quot;text&amp;quot;,&amp;quot;fs&amp;quot;:&amp;quot;normal&amp;quot;,&amp;quot;bgc&amp;quot;:&amp;quot;rgba(0, 0, 0, 0)&amp;quot;}&quot; style=&quot;line-height: 1.2; margin: 0px 0px 0pt 0in; text-align: left; text-indent: 0in;&quot;&gt;&lt;span class=&quot;EOP&quot; style=&quot;font-family: inherit;&quot;&gt;&amp;nbsp;&lt;/span&gt;&lt;/p&gt;&lt;p class=&quot;zw-paragraph&quot; data-margin-bottom=&quot;0pt&quot; data-margin-left=&quot;0in&quot; data-text-indent=&quot;0in&quot; data-textformat=&quot;{&amp;quot;ff&amp;quot;:&amp;quot;Roboto&amp;quot;,&amp;quot;fv&amp;quot;:&amp;quot;normal&amp;quot;,&amp;quot;td&amp;quot;:&amp;quot;none&amp;quot;,&amp;quot;cs&amp;quot;:&amp;quot;0pt&amp;quot;,&amp;quot;fw&amp;quot;:&amp;quot;none&amp;quot;,&amp;quot;fgc&amp;quot;:&amp;quot;rgb(0, 0, 0)&amp;quot;,&amp;quot;size&amp;quot;:&amp;quot;12&amp;quot;,&amp;quot;va&amp;quot;:&amp;quot;baseline&amp;quot;,&amp;quot;type&amp;quot;:&amp;quot;text&amp;quot;,&amp;quot;fs&amp;quot;:&amp;quot;normal&amp;quot;,&amp;quot;bgc&amp;quot;:&amp;quot;rgba(0, 0, 0, 0)&amp;quot;}&quot; data_styles=&quot;{&amp;quot;ff&amp;quot;:&amp;quot;Roboto&amp;quot;,&amp;quot;fv&amp;quot;:&amp;quot;normal&amp;quot;,&amp;quot;td&amp;quot;:&amp;quot;none&amp;quot;,&amp;quot;cs&amp;quot;:&amp;quot;0pt&amp;quot;,&amp;quot;fw&amp;quot;:&amp;quot;none&amp;quot;,&amp;quot;fgc&amp;quot;:&amp;quot;rgb(0, 0, 0)&amp;quot;,&amp;quot;size&amp;quot;:&amp;quot;12&amp;quot;,&amp;quot;va&amp;quot;:&amp;quot;baseline&amp;quot;,&amp;quot;type&amp;quot;:&amp;quot;text&amp;quot;,&amp;quot;fs&amp;quot;:&amp;quot;normal&amp;quot;,&amp;quot;bgc&amp;quot;:&amp;quot;rgba(0, 0, 0, 0)&amp;quot;}&quot; style=&quot;line-height: 1.2; margin: 0px 0px 0pt 0in; text-align: left; text-indent: 0in;&quot;&gt;&lt;span style=&quot;font-family: inherit;&quot;&gt;&lt;span style=&quot;font-variant-east-asian: normal; font-variant-numeric: normal; letter-spacing: 0pt; vertical-align: baseline;&quot;&gt;Alternatively, consider yourself deciding which of two friends to give a spare concert ticket to.&lt;/span&gt;&lt;span style=&quot;font-variant-east-asian: normal; font-variant-numeric: normal; letter-spacing: 0pt; vertical-align: baseline;&quot;&gt; I&lt;/span&gt;&lt;span style=&quot;font-variant-east-asian: normal; font-variant-numeric: normal; letter-spacing: 0pt; vertical-align: baseline;&quot;&gt;t&#39;s true that the relative wealth of the two people you&#39;re considering &lt;/span&gt;&lt;span style=&quot;font-style: italic; font-variant-east-asian: normal; font-variant-numeric: normal; letter-spacing: 0pt; vertical-align: baseline;&quot;&gt;may&lt;/span&gt;&lt;span style=&quot;font-variant-east-asian: normal; font-variant-numeric: normal; letter-spacing: 0pt; vertical-align: baseline;&quot;&gt; play &lt;/span&gt;&lt;span style=&quot;font-style: italic; font-variant-east-asian: normal; font-variant-numeric: normal; letter-spacing: 0pt; vertical-align: baseline;&quot;&gt;some&lt;/span&gt;&lt;span style=&quot;font-variant-east-asian: normal; font-variant-numeric: normal; letter-spacing: 0pt; vertical-align: baseline;&quot;&gt; role in determining who gets it, but more important, will be the relative preferences of the two people. If it&#39;s a ticket to the wealthier friend&#39;s favorite band, while the other friend thinks that band is merely okay&lt;/span&gt;&lt;span style=&quot;font-variant-east-asian: normal; font-variant-numeric: normal; letter-spacing: 0pt; vertical-align: baseline;&quot;&gt;, you might decide it&#39;s better to give the wealthier friend the ticket, even though that will increase inequality!&lt;/span&gt;&lt;/span&gt;&lt;/p&gt;&lt;p class=&quot;zw-paragraph&quot; data-margin-bottom=&quot;0pt&quot; data-margin-left=&quot;0in&quot; data-text-indent=&quot;0in&quot; data-textformat=&quot;{&amp;quot;ff&amp;quot;:&amp;quot;Roboto&amp;quot;,&amp;quot;fv&amp;quot;:&amp;quot;normal&amp;quot;,&amp;quot;td&amp;quot;:&amp;quot;none&amp;quot;,&amp;quot;cs&amp;quot;:&amp;quot;0pt&amp;quot;,&amp;quot;fw&amp;quot;:&amp;quot;none&amp;quot;,&amp;quot;fgc&amp;quot;:&amp;quot;rgb(0, 0, 0)&amp;quot;,&amp;quot;size&amp;quot;:&amp;quot;12&amp;quot;,&amp;quot;va&amp;quot;:&amp;quot;baseline&amp;quot;,&amp;quot;type&amp;quot;:&amp;quot;text&amp;quot;,&amp;quot;fs&amp;quot;:&amp;quot;normal&amp;quot;,&amp;quot;bgc&amp;quot;:&amp;quot;rgba(0, 0, 0, 0)&amp;quot;}&quot; data_styles=&quot;{&amp;quot;ff&amp;quot;:&amp;quot;Roboto&amp;quot;,&amp;quot;fv&amp;quot;:&amp;quot;normal&amp;quot;,&amp;quot;td&amp;quot;:&amp;quot;none&amp;quot;,&amp;quot;cs&amp;quot;:&amp;quot;0pt&amp;quot;,&amp;quot;fw&amp;quot;:&amp;quot;none&amp;quot;,&amp;quot;fgc&amp;quot;:&amp;quot;rgb(0, 0, 0)&amp;quot;,&amp;quot;size&amp;quot;:&amp;quot;12&amp;quot;,&amp;quot;va&amp;quot;:&amp;quot;baseline&amp;quot;,&amp;quot;type&amp;quot;:&amp;quot;text&amp;quot;,&amp;quot;fs&amp;quot;:&amp;quot;normal&amp;quot;,&amp;quot;bgc&amp;quot;:&amp;quot;rgba(0, 0, 0, 0)&amp;quot;}&quot; style=&quot;line-height: 1.2; margin: 0px 0px 0pt 0in; text-align: left; text-indent: 0in;&quot;&gt;&lt;span class=&quot;EOP&quot; style=&quot;font-family: inherit;&quot;&gt;&amp;nbsp;&lt;/span&gt;&lt;/p&gt;&lt;p class=&quot;zw-paragraph&quot; data-margin-bottom=&quot;0pt&quot; data-margin-left=&quot;0in&quot; data-text-indent=&quot;0in&quot; data-textformat=&quot;{&amp;quot;ff&amp;quot;:&amp;quot;Roboto&amp;quot;,&amp;quot;fv&amp;quot;:&amp;quot;normal&amp;quot;,&amp;quot;td&amp;quot;:&amp;quot;none&amp;quot;,&amp;quot;cs&amp;quot;:&amp;quot;0pt&amp;quot;,&amp;quot;fw&amp;quot;:&amp;quot;none&amp;quot;,&amp;quot;fgc&amp;quot;:&amp;quot;rgb(0, 0, 0)&amp;quot;,&amp;quot;size&amp;quot;:&amp;quot;12&amp;quot;,&amp;quot;va&amp;quot;:&amp;quot;baseline&amp;quot;,&amp;quot;type&amp;quot;:&amp;quot;text&amp;quot;,&amp;quot;fs&amp;quot;:&amp;quot;normal&amp;quot;,&amp;quot;bgc&amp;quot;:&amp;quot;rgba(0, 0, 0, 0)&amp;quot;}&quot; data_styles=&quot;{&amp;quot;ff&amp;quot;:&amp;quot;Roboto&amp;quot;,&amp;quot;fv&amp;quot;:&amp;quot;normal&amp;quot;,&amp;quot;td&amp;quot;:&amp;quot;none&amp;quot;,&amp;quot;cs&amp;quot;:&amp;quot;0pt&amp;quot;,&amp;quot;fw&amp;quot;:&amp;quot;none&amp;quot;,&amp;quot;fgc&amp;quot;:&amp;quot;rgb(0, 0, 0)&amp;quot;,&amp;quot;size&amp;quot;:&amp;quot;12&amp;quot;,&amp;quot;va&amp;quot;:&amp;quot;baseline&amp;quot;,&amp;quot;type&amp;quot;:&amp;quot;text&amp;quot;,&amp;quot;fs&amp;quot;:&amp;quot;normal&amp;quot;,&amp;quot;bgc&amp;quot;:&amp;quot;rgba(0, 0, 0, 0)&amp;quot;}&quot; style=&quot;line-height: 1.2; margin: 0px 0px 0pt 0in; text-align: left; text-indent: 0in;&quot;&gt;&lt;span style=&quot;font-family: inherit;&quot;&gt;&lt;span style=&quot;font-variant-east-asian: normal; font-variant-numeric: normal; letter-spacing: 0pt; vertical-align: baseline;&quot;&gt;Again, &lt;/span&gt;&lt;span style=&quot;font-variant-east-asian: normal; font-variant-numeric: normal; letter-spacing: 0pt; vertical-align: baseline;&quot;&gt;the important thing seems to be maximizing total value&lt;/span&gt;&lt;span style=&quot;font-variant-east-asian: normal; font-variant-numeric: normal; letter-spacing: 0pt; vertical-align: baseline;&quot;&gt;, not equalizing value. It&#39;s only our tendency to value stuff less the more of it we have that sometimes makes equality &lt;/span&gt;&lt;span style=&quot;font-style: italic; font-variant-east-asian: normal; font-variant-numeric: normal; letter-spacing: 0pt; vertical-align: baseline;&quot;&gt;seem&lt;/span&gt;&lt;span style=&quot;font-variant-east-asian: normal; font-variant-numeric: normal; letter-spacing: 0pt; vertical-align: baseline;&quot;&gt; like it&#39;s a good thing. That tendency creates predictable situations in which equality and total value&lt;/span&gt;&lt;span style=&quot;font-variant-east-asian: normal; font-variant-numeric: normal; letter-spacing: 0pt; vertical-align: baseline;&quot;&gt; agree (you might consider our hypothetical about stealing from the rich and giving to the poor to be such an example). However, when we consider situations in which equality and total value &lt;/span&gt;&lt;span style=&quot;font-style: italic; font-variant-east-asian: normal; font-variant-numeric: normal; letter-spacing: 0pt; vertical-align: baseline;&quot;&gt;disagree&lt;/span&gt;&lt;span style=&quot;font-variant-east-asian: normal; font-variant-numeric: normal; letter-spacing: 0pt; vertical-align: baseline;&quot;&gt; (our hypothetical about the concert ticket, for example), total value wins, therefore total value is what is actually important.&lt;/span&gt;&lt;/span&gt;&lt;/p&gt;&lt;p class=&quot;zw-paragraph&quot; data-margin-bottom=&quot;0pt&quot; data-margin-left=&quot;0in&quot; data-text-indent=&quot;0in&quot; data-textformat=&quot;{&amp;quot;ff&amp;quot;:&amp;quot;Roboto&amp;quot;,&amp;quot;fv&amp;quot;:&amp;quot;normal&amp;quot;,&amp;quot;td&amp;quot;:&amp;quot;none&amp;quot;,&amp;quot;cs&amp;quot;:&amp;quot;0pt&amp;quot;,&amp;quot;fw&amp;quot;:&amp;quot;none&amp;quot;,&amp;quot;fgc&amp;quot;:&amp;quot;rgb(0, 0, 0)&amp;quot;,&amp;quot;size&amp;quot;:&amp;quot;12&amp;quot;,&amp;quot;va&amp;quot;:&amp;quot;baseline&amp;quot;,&amp;quot;type&amp;quot;:&amp;quot;text&amp;quot;,&amp;quot;fs&amp;quot;:&amp;quot;normal&amp;quot;,&amp;quot;bgc&amp;quot;:&amp;quot;rgba(0, 0, 0, 0)&amp;quot;}&quot; data_styles=&quot;{&amp;quot;ff&amp;quot;:&amp;quot;Roboto&amp;quot;,&amp;quot;fv&amp;quot;:&amp;quot;normal&amp;quot;,&amp;quot;td&amp;quot;:&amp;quot;none&amp;quot;,&amp;quot;cs&amp;quot;:&amp;quot;0pt&amp;quot;,&amp;quot;fw&amp;quot;:&amp;quot;none&amp;quot;,&amp;quot;fgc&amp;quot;:&amp;quot;rgb(0, 0, 0)&amp;quot;,&amp;quot;size&amp;quot;:&amp;quot;12&amp;quot;,&amp;quot;va&amp;quot;:&amp;quot;baseline&amp;quot;,&amp;quot;type&amp;quot;:&amp;quot;text&amp;quot;,&amp;quot;fs&amp;quot;:&amp;quot;normal&amp;quot;,&amp;quot;bgc&amp;quot;:&amp;quot;rgba(0, 0, 0, 0)&amp;quot;}&quot; style=&quot;line-height: 1.2; margin: 0px 0px 0pt 0in; text-align: left; text-indent: 0in;&quot;&gt;&lt;span class=&quot;EOP&quot; style=&quot;font-family: inherit;&quot;&gt;&amp;nbsp;&lt;/span&gt;&lt;/p&gt;&lt;p class=&quot;zw-paragraph&quot; data-margin-bottom=&quot;0pt&quot; data-margin-left=&quot;0in&quot; data-text-indent=&quot;0in&quot; data-textformat=&quot;{&amp;quot;ff&amp;quot;:&amp;quot;Roboto&amp;quot;,&amp;quot;size&amp;quot;:&amp;quot;12&amp;quot;,&amp;quot;type&amp;quot;:&amp;quot;text&amp;quot;}&quot; data_styles=&quot;{&amp;quot;ff&amp;quot;:&amp;quot;Roboto&amp;quot;,&amp;quot;size&amp;quot;:&amp;quot;12&amp;quot;,&amp;quot;type&amp;quot;:&amp;quot;text&amp;quot;}&quot; style=&quot;line-height: 1.2; margin: 0px 0px 0pt 0in; text-align: left; text-indent: 0in;&quot;&gt;&lt;span style=&quot;font-family: inherit;&quot;&gt;&lt;span style=&quot;font-variant-east-asian: normal; font-variant-numeric: normal; letter-spacing: 0pt; vertical-align: baseline;&quot;&gt;That said, even stealing from the rich to give to the poor in order to increase total value is a mistake. Consider the incredible improvements in the wealth of the average person over recent centuries.&lt;/span&gt;&lt;a href=&quot;#zwfkgob67lhliu&quot;&gt;&lt;span data-footnote-id=&quot;zwfkgob67lhliu&quot; data-footnote-info=&quot;{&amp;quot;footnote&amp;quot;:{&amp;quot;refchars&amp;quot;:[],&amp;quot;fmt&amp;quot;:&amp;quot;num&amp;quot;,&amp;quot;stnum&amp;quot;:1}}&quot; data-text-info=&quot;{&amp;quot;cls&amp;quot;:&amp;quot;footnote&amp;quot;}&quot; style=&quot;color: black; vertical-align: super;&quot;&gt;[1]&lt;/span&gt;&lt;/a&gt;&lt;/span&gt;&lt;/p&gt;&lt;p class=&quot;zw-paragraph&quot; data-margin-bottom=&quot;0pt&quot; data-margin-left=&quot;0in&quot; data-text-indent=&quot;0in&quot; data-textformat=&quot;{&amp;quot;ff&amp;quot;:&amp;quot;Roboto&amp;quot;,&amp;quot;fv&amp;quot;:&amp;quot;normal&amp;quot;,&amp;quot;td&amp;quot;:&amp;quot;none&amp;quot;,&amp;quot;cs&amp;quot;:&amp;quot;0pt&amp;quot;,&amp;quot;fw&amp;quot;:&amp;quot;none&amp;quot;,&amp;quot;fgc&amp;quot;:&amp;quot;rgb(0, 0, 0)&amp;quot;,&amp;quot;size&amp;quot;:&amp;quot;12&amp;quot;,&amp;quot;va&amp;quot;:&amp;quot;baseline&amp;quot;,&amp;quot;type&amp;quot;:&amp;quot;text&amp;quot;,&amp;quot;fs&amp;quot;:&amp;quot;normal&amp;quot;,&amp;quot;bgc&amp;quot;:&amp;quot;rgba(0, 0, 0, 0)&amp;quot;}&quot; data_styles=&quot;{&amp;quot;ff&amp;quot;:&amp;quot;Roboto&amp;quot;,&amp;quot;fv&amp;quot;:&amp;quot;normal&amp;quot;,&amp;quot;td&amp;quot;:&amp;quot;none&amp;quot;,&amp;quot;cs&amp;quot;:&amp;quot;0pt&amp;quot;,&amp;quot;fw&amp;quot;:&amp;quot;none&amp;quot;,&amp;quot;fgc&amp;quot;:&amp;quot;rgb(0, 0, 0)&amp;quot;,&amp;quot;size&amp;quot;:&amp;quot;12&amp;quot;,&amp;quot;va&amp;quot;:&amp;quot;baseline&amp;quot;,&amp;quot;type&amp;quot;:&amp;quot;text&amp;quot;,&amp;quot;fs&amp;quot;:&amp;quot;normal&amp;quot;,&amp;quot;bgc&amp;quot;:&amp;quot;rgba(0, 0, 0, 0)&amp;quot;}&quot; style=&quot;line-height: 1.2; margin: 0px 0px 0pt 0in; text-align: left; text-indent: 0in;&quot;&gt;&lt;span class=&quot;EOP&quot; style=&quot;font-family: inherit;&quot;&gt;&amp;nbsp;&lt;/span&gt;&lt;/p&gt;&lt;p class=&quot;zw-paragraph&quot; data-margin-bottom=&quot;0pt&quot; data-margin-left=&quot;0in&quot; data-text-indent=&quot;0in&quot; data-textformat=&quot;{&amp;quot;ff&amp;quot;:&amp;quot;Roboto&amp;quot;,&amp;quot;fv&amp;quot;:&amp;quot;normal&amp;quot;,&amp;quot;td&amp;quot;:&amp;quot;none&amp;quot;,&amp;quot;cs&amp;quot;:&amp;quot;0pt&amp;quot;,&amp;quot;fw&amp;quot;:&amp;quot;none&amp;quot;,&amp;quot;fgc&amp;quot;:&amp;quot;rgb(0, 0, 0)&amp;quot;,&amp;quot;size&amp;quot;:&amp;quot;12&amp;quot;,&amp;quot;va&amp;quot;:&amp;quot;baseline&amp;quot;,&amp;quot;type&amp;quot;:&amp;quot;text&amp;quot;,&amp;quot;fs&amp;quot;:&amp;quot;normal&amp;quot;,&amp;quot;bgc&amp;quot;:&amp;quot;rgba(0, 0, 0, 0)&amp;quot;}&quot; data_styles=&quot;{&amp;quot;ff&amp;quot;:&amp;quot;Roboto&amp;quot;,&amp;quot;fv&amp;quot;:&amp;quot;normal&amp;quot;,&amp;quot;td&amp;quot;:&amp;quot;none&amp;quot;,&amp;quot;cs&amp;quot;:&amp;quot;0pt&amp;quot;,&amp;quot;fw&amp;quot;:&amp;quot;none&amp;quot;,&amp;quot;fgc&amp;quot;:&amp;quot;rgb(0, 0, 0)&amp;quot;,&amp;quot;size&amp;quot;:&amp;quot;12&amp;quot;,&amp;quot;va&amp;quot;:&amp;quot;baseline&amp;quot;,&amp;quot;type&amp;quot;:&amp;quot;text&amp;quot;,&amp;quot;fs&amp;quot;:&amp;quot;normal&amp;quot;,&amp;quot;bgc&amp;quot;:&amp;quot;rgba(0, 0, 0, 0)&amp;quot;}&quot; style=&quot;line-height: 1.2; margin: 0px 0px 0pt 0in; text-align: left; text-indent: 0in;&quot;&gt;&lt;span style=&quot;font-family: inherit;&quot;&gt;&lt;img class=&quot;zw-image&quot; id=&quot;27968123&quot; 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SEACEpCABCQgAQlIQAISkIAEDgkBHUUOSUNbTQlIQAISkIAEJCABCUhAAhKQgAQkIAEJSEACEpCABCQgAQlIQAISkIAEJKCjiH1AAhKQgAQkIAEJSEACEpCABCQgAQlIQAISkIAEJCABCUhAAhKQgAQkIAEJHBICOoockoa2mhKQgAQkIAEJSEACEpCABCQgAQlIQAISkIAEJCABCUhAAhKQgAQkIAEJSEBHEfuABCQgAQlIQAISkIAEJCABCUhAAhKQgAQkIAEJSEACEpCABCQgAQlIQAISOCQEdBQ5JA1tNSUgAQlIQAISkIAEJCABCUhAAhKQgAQkIAEJSEACEpCABCQgAQlIQAISkEDIUeSlL3tZc8/jjpOWBCQgAQlIQAISkIAEJCABCUhAAhKQgAQkIAEJSEACEpCABCQgAQlIQAISkMCeEvjaLbc01117bXPrrbceqcGrX/3q5phXvepV3+/WSUeRdbTw3/zN3zRvfvObm//+7/8+UqBf+ZVfac4555zmR3/0R9dRSEshAQlIQAISkMDOCHzve99rkBe++tWvNl//+tebf/qnf2r+8z//s/mP//iPI2VCZvjZn/3Z5phjjmn/H/9+l7vcpbnd7W7X3Ote92rufve7t//+Iz/yI1upx//+7/82lPuf//mf2/JS7u9+97vNv/3bvzXf+MY3jpSB//6f//mfbJmoVyo/dbjrXe/a/vdxxx3X1u1Od7pT8+M//uPZfHxAAhLYTwLMd3/3d3/XfPnLX25uueWWwXmwW7Of+qmfan7yJ3+y/V+/+Iu/2PzCL/xCc4c73KGdK5g/bn/72zc8Y5KABCQgAQlIQAISkIAEJCCBdRL493//91b3hbET/RH/RIeEjgm9GIn/5rdI6u4Tk96MfSJ6pXvc4x5H6dUi+fmMBCQggTUSCDuK4D1i2j2Ba6+9tvnABz5wVEEwfPze7/1eu0CZJCABCYwRuPzyy5sbb7xxI0AYSl7ykpc0d7zjHVvB++KLL27+9m//dqM8uy8/6EEPan7rt36r+eAHP9j86Z/+aVW+T3rSk5onPvGJ7bvMl9F8fuZnfqb53d/93dYgZCojQF+4/vrrm49+9KMNBn/a8MEPfnBZJlt+GqeET3ziE82nPvWp5id+4ieal770pe0Gbx/T//3f/7WG0E9/+tPNX/7lX7YOF/w//r7//e8f+evXLTmJ8P/59/TfOFbw92M/9mPteHjkIx/Z4JTK+J8jdQ24X/nKV5p//Md/bNjMk1J5KXv3v9N3+T2ahupHvfj//JPN/cMf/vD2D6PwEol2edOb3nREIbHEN4byTI4yqQ2PPfbY5pd/+ZebO9/5zjoWb6sR/M7WCeBodsMNN7Syzr/8y7+08wlr0tQ82C1kmjPSfNj/J85lONTd5z73aefEu93tbjqcbb2Vb/tB1hRkvT//8z9v1xIcIdkXP+5xj2vnvW05PK4AxYEvArIB7fzZz362ec5zntP8/M///EZ1/ou/+IvmqquuaueJfvrVX/3V9htzJ76FExv1wKn3X//1X49y5EUWpV70XfZFrNtdeWbu8qT81lquJAv+wz/8Qyu3Izcyv6c2Q85hXmbfccIJJzTs59aWSvajtWXv7n9r8/A9CUjgYBBgrWR9e//739/us0nsddnTP/rRj9bx+WA0805qQd+6+eabm3e/+93tWvyQhzykPbi8q0R56ON//dd/3XzpS19q5SvkqqRL6urDKGP6/6m8Nbql/v6QfQZ7xPvf//7tGLvf/e6nviXQIZbQIS+RZ6AqPjIzgW9961vNu971ruakk05q7nvf+25lHzRzFfY6u9DVMzqK7L6Nv/Od7zQ0FpvkbmKRYmP4lKc8ZfeFtAQSkMBqCfzRH/1Rq5TcJKGIe8UrXtGezMcY/brXva4VxudK9773vVtnjQ9/+MPNe9/73qpsX/CCFzQPe9jD2nevueaa5kMf+lAoH7zEX/aylzXHH3986Hkfato+8LGPfaw1zHUjPfzO7/xO89CHPnR1iDg98IUvfKH5yEc+0vz93/99e4oARTMOEPRrTo7vU0rOLh//+McbZATqkjbDc9Wj6zSCYwXCOuMrnbyPfIdysXH/3Oc+10Y5oaxdA25/wx7Jc45nkJ8wKPJH3U455ZS2384ZoQ1Hute//vVHGYHmKHskj67RO7VjUmJgQL3nPe/ppisC0mdWTYD5A8PhH//xH7fzOlEX554HuwCSsxnzBIZJozrutnsQgeoP//AP28hT3XZPzo4Yjs8880wdenbbTLN8HSegt73tbc3nP//5Vn7DkfXFL35xGwGoJn3ta19rHTkxKAwlHEV++7d/uybrwXeQ2XAYwMmFuozJbMkAkdZtnPNPPvnkhvIsEQltreVKEDn9S7uz3xxj1pVxMFqddtppizkA13SIP/mTP6ne10a/9xu/8RvNk5/85OjjPicBCRxQAsyT73jHO9oDJKyVyRCe9r04OT//+c/fO73HAW2uvakW/QoHkfe9732tzJ361tyyUgQIBwPQKyEPYh9j79c/HBDJZ+5nkEXYH3IIjT0idjp0TKajCSyhQ14iT9ttNwTY27/xjW9s5xmcwU888cTm9NNP18Fxi82ho8gWYW/yKU4Jc+3MUMh1hD2iisx12neTcvruBAEOQv8gyr9JAlsngBGFv9qEchJDKtE6WLCTwpa5qXulRU3+bFyZv37913+9VXJxGpgISniHl3h5U0acFDiFR0Ihe91114XywEkFhfNP//RP11Th0LzDRuyv/uqvGpwTOAnJf/fXpTU5inTLi9Ge/06K5tRonLA5//zzNz6Zuq1OkE5PEw2Ff08n5pf+PuOUsc9pTU5LMB9ErmJgHKIkX8KRZa46p7rhBHfqqac2j3jEI2YxyGDYQHZjw7OWlJxjCJPKaWkcAE0S2DcCyAY4nrHGJ8e/bTudYcDFyXDTqAb7xn4t5WU9v+SSS1pF8ZisyJqFAfUJT3iCjnFrabiKcrAfuOyyy9oohimSBDI/EeySc3hJtpxUY23GwDDWd+YyflBeHOCJlojMFrk+r1uXJJ/gzPz0pz+9PVk3R1pruVLdGN/sW9lv4Ogdnd+RcdhTPutZz2r3g9uIxpJrjyUdRagfhqinPvWpq3TSz7HxdwlIYF4CHOK5+uqrR9ca5owHPOABrSNkZB8/b+nMbZ8IsO4iJ3EoDFkbY3zX+Yi6zCUrRbng3IsRE7kwRdCNvrvN55BF0gEdDnUfdn3LEjrkJfLcZh/xW8MEGNscSP72t7/dPsBYwuZ99tlnN0RJNi1PQEeR5Rlv/AU28m95y1tGowHguYiiBMOGSQISkMAQAQQpTs9xKqsfmShHjDB6T3va09qTByjdSShW2SjwhxGUa0c4Jcd3ognF1nOf+9z2VGDywCZ/5rx0ZyRhhtnwpqsp+nmz2UVwwAjwwAc+sHX0SGHGKQsGJAzqbG6GTg3yPB6qzJ9ulo+mSxvDHSHti1/8YnPTTTe1/z7kbNF9c1eOImwWv/nNb7b9GwETJyZOIubKuy+OIinkOqE+6ctDodL744MQ5kTJ4I/x23WEom05kcHpEMLTljhmMU4Jq0kEH05NTKW5FeTUAeU/f2wWcFzpnrKFC4oMvNDpt0SRidata5A566yz2qgbmyTajP4Ha+ZJ5mCiH/C3qYPdJuXiXeZJWGJMoX+swZiyaZ18/3AQYOwwD3Ja8r/+678mnUHp50QKQ5HJlTE/93M/dyRqEHPFd7/73fbeatYL/sZkjSGyzIMvetGLWtnDtH0CrPUoMohSNZW4ugOHHg9UbL+N5vgi4xOHIJw7krMAY4+1C6fV0ihg5HPRRRe18uGUM/ocxg/mE3Q4yCJDDiLILlwDwB/9E3mBeQi5qe9gyhpNNDf2Ozjtl9a72xZrLVcqYyofjuldWZf5nHbBURnZneeQ8bheocsLVsimOP4+/vGP3/n1U2m/TP0oM+sOzvbI3siFpc5DODVzwIETy/wTOZgxsUmfmGOsmocEJLBbAqwhOEEyL04l5ooXvvCF7TWKJgkkAuyvkKlZnzi4x/rEPitF4R0iNYesVNICXHdzwQUXtDqsORJyBbpo6sF6ivM/+pGuXqS7biOXfPnLXw7rvMkf2Y0DkUQ7WyIy3BwcJvMoPPC8hA55iTwX5+YHqgjQ1uzxiRiark5jPCLrqresQlr8ko4ixci2/wKD47Wvfe3kiVSUlAh7e7nwbB+pX5TAoSSAghXjaXfRzYE47rjj2utgUEqNGRKT0wh3Q1588cVhQwvGSQzNU/miIGSzi5K464TCOxiq8dBGuB9TkKWy8S7KWhSwKeGoQhQRjAgq127bE6688srmz/7sz1pFOn0nGrliV44it9xyS9u32cylMkdOIO6Dowib9iuuuKLdmPZPcgyNYUKx/+Zv/mZ7V2oaGymceXoeRt22xQmIcKI4BEW48Q0isWB4nUpzOoqg0MK5jDqlUOND80e/blyNhNMZJ1P591ya0yCTvpWuReCfnI4lLHDJdWDUlznzsY99bBtqPzm2pY0z/Z+2w/GnxAkFZQhOMWu8LirXTv5++AigtHzrW9/ayjJTznLpxOQZZ5zROsmxxqdrY7rUumsFcyvK0fe85z2t80gkohkGW05ym7ZPIHq1F3McVwtu6vi3/Rr6RRTyjHcMA93w+TgKEIEwOa9HSTG+L7300lankhvfmxo/KDN7F745JFPRL9kDYZhgfkqyDPMaMh9XhvJuP6HrIQwz0UVq9i5rLVeqJ3Vnv4a82+WGzIOCmKtlaHd4pfkbuY6DEMhA3QQrDDNriiiU+l3aVxEViysxI4lDDfR75O4kAw+ta5G8fEYCEjh4BNj/veENb2jQyeUSOjSc6UwSgAA6UuSjFKWjH4F3jNKmslIp/TkdRZAruIYpyWFpPe3rlvrrNvtF9iBEzWWsRfRmyGt3v/vd2wPe6K4PclpCh7xEnge5Dfa9bow5xhb7KMZ8SuydWLse85jHeMhtwUbWUWRBuHNlzUl9DApTCg0WuZe+9KXNve51r7k+az4SkMABJMA8QoSO3JySqk6YvJe//OVZYzDPIyS/973vbf70T/80RI6wl5zGzTm44TF+4YUXHvEoJfOHP/zhrcKQuS9yEh5HEZwIONVHQljH4EzI6sj7oQodsIdQUpcYslP1d+UoEjUa9Ztp7Y4iGApQmmPYyG1EUZ5zlz1/eF2n6DqRrpmcqnAYede73tVeMZSTO7j2Lmd8656k7JeD+nASlJDskVSrjEj31nIqBucnDMGRyAHw5JvPfOYz29MgcyacgF//+te3p6QjiQgqKDM4Jdtv1+QYg1KHuY7oTtQx6jDC6RmcjXNtGSmnz0hgCQL0cZygrrrqqtaImpubGLOctma8lKzxKQoQsgJyUlc5MVQvopTgcGpEsiVafTrP6JrP/Hbeeee1Dnam/SHAeMdJhOgL3fGO/M+1aSVrMu8TgQjZhohjOScRKNXKG7zL2osMzTwyJLeliCgnnHDCoJxG+XCG447udJqu23LsYX7t136tecYznlHkLLLWcqW6jZWPOZy6ciJ3zDkGTn/wB3/QRhbsJuZmwlWv1RmWPTMRsiKJqyLct0ZI+YwEDieBEkeR5z3veUYkP5zdZLDWRLgi2lpp2kRWKv0WzyMfTUWTRAbg4GLk2l/kAxzJiTxZmpDt0HGhx8HhM6c3I39kGfYkHNBBD35Q0xI65CXyPKj8D0q9GGNEYWZe6upt0e1wrSz67hIdz0Hhso166CiyDcobfAOF/5ve9KZ24cklvKpQjDpYcqT8XQKHmwDXVqBM41qWXCq92gqhnDvlIsZPopRgaMa7eipxdQzK4qRsJQIIQn2J0r8fopwrK8iDMpiGCXA3OH+lad8cRTiZR1h6Tp2vLWEowYM+Zxil3Fwzg/EEh4LSU7bdeqcNOM4G11577aizAcp6DKSbXruAtzinnyJODXMoI3CmwKDw9re//Yjj2FS7U0828ziWda/u2bSvwBlFBoqZSCqpO3VkYxWN8ITciMEbx7iL3RkAACAASURBVD0N3pHW8JltEmCsIAdcc801WQcvxijKb6Ip1Zy2T/VC3sBJBMeUqRDeyBDnnnvugT8dts32jn6LdREn4r5huP8+0edYq3LXpEW/63PLE0hOIv1rhX7pl36pjcKRi2TWLSG6FBwnb7jhhta4EE0la25fhuKUKd8cc+4lb5wXpvpkcm5BBhyKnoSch6I0Gi2D/NZYrsQulY8DB/36RvZsUwchiCDJnm+Ncv7nPve5VlaLpF3tryJl8xkJSGAdBNCZEUVzKnGYBNk1p4NbR40sxTYIcDAJ/XBEH9MtT62stFSdSvQrmziKdGUXZMuc3iw9j86Fveqzn/3sA3v17xI65CXyXKoPmu98BNhH4ehP1MDuNY06i8zHeCgnHUWW5btx7oQS58Qpp19yCaMpAh+bYZMEJCCBMQII0B/60IdaI3DkVB2nsDjJHjG6kB/GnOuvvz7bAAjKXKNA+OQxBzc2K2xaUvhlniOUfFQxmgrRj8zEndVczaFj3XgzsenBUJYMZkRiIMJI9wqgobd3pchEsUw0DK4mIAw1ylf+PdfH2SRGImNkO/TMD4wZSoY+w+kEjKMYUUqiiEwVGZ4pTPvYqXrmBU73bpKip8L5xlzKCPoEcwuniz/5yU9m+whMcRahvnM6UmBI4rqfSCqtO+OWuuEQM3VFR/o28ztzMU7HJgmsiQDOVCi+c1GAcqf0S+sUmSeQIc4555yGyACm7RKgfYhGxUm+sXWePoFBnisbTPtBgMMxXLXXlzvQc3AVJiG7o7I7TqHkhSzTVTBGSBCSn/DGpQndDc6vREIZSig3cVzCgSmXkGVxvucqrKGEoxp5RU7DrrVcqV7IgkR+HOLGvo9rvnLtThQWrmvuOxjxHjIUId8je9lcu8z5e8kp7l3tr+asr3lJQALLEkD3wRo0ddUqMhGy0SYHS5athblvm0DS96H/44+IaEShzkVWLNVPbKNe0egTcziKpPpE9Gbduh/kq3+X0CEvkec2+qLf2JwA+zeuMicKdXe/z/jlkKSR9jZn3M9BR5H5mc6aY4kRgU0wSv6TTjpp1jKYmQQkcPAIlET+uP3tb99ePxO9T5ENKg5uOaMOVO94xzu20RwwdA8lPEgxECVDJ8pQFMVET4gmHBsIWcbdmyTCVb/kJS9p76M0TRNIwli6uuPDH/5wa5SZSrtUZFJONrr8k3an7+QiNsy5SZyrPzGG3vzmN2c353wv3XN/3/vedzYnkVQPWHJP/FhkijnuN96Fo0iq33/+53+2V2VxyjbnUISzCIq1Oa+hYdPD6dlIqlHE4AxDP/rSl74U+UR7soxTt8z5JgmsgQDzNyfqIw7zp5xySnPaaafNrvhmHDFOP/KRjwzOEyeeeGLrLGLaPgHm8KuvvnrQ4Y85+0lPelL7pzFk+21T88Uk+xD5sLsmY9znukmuW8k5C/Bd5D/GK07xzB3dyB5cqcnfjTfeOFlEonU8+clPLqoGe5XLLrusveJuLBG9i31M5OocGNC/kb3H0oMe9KCGK0mmrvFca7lSnWgvDDuf//znb1PNEhkdQwLOJkMyD3yIDLe2K2h0FCkaYj4sAQlkCLDecbCHiHjISP3EGsTBh5LIXEI/HAS6chdyA06qOB1N7cFq9BNL09yFowh1YuwRsRu989C1gf16o//GYesgXkOzhA55iTyX7ovmPw8BHMAZV0Si7qaD7HA1D7m6XHQUqeO2lbcwsmJsRWkSTRiKDB0epeVzEji8BEojfzztaU9rHve4x4WAsbHAQI+TRy5NXW3DpoT7uVM0ERT9bGwf/OAHhxTF6dsI7JzIS6fUSpS0ufIftt85XYASdiqqyFOf+tT25N8aEidTub5tqrwlSuht1AknLvo91yXlnBfmPkE/VL+xkH88S2SeM888cyMsu3QUoeAo0TBETxl2UgUxVmE8ipxsjUBZ2lGEMhBZ59JLLw1FFSm9aixSR5+RQC0B5kIUlMyFuXTPe96zPVm/lJPT1Dxxr3vdq3npS186a7ShXH39/YcEMA6z1uPEyrWHzNO0CfM08t6UAV2O6yHAOEe5PyT7cKUeV87krg9CXsHwztpKhLluFBHWNxxNcHDllGzuasUaR5H+fmOILs4n5B1NOE+gHB2LDBZxgFhruRIDHPmp45CszrUzRP2LHhB45zvfOepYQ9Q9DgrMGRku2o5jz+kosilB35eABPoEWC+4lo/owTjO8d9EHedAKYceuHom4nQp2cNNIBfVDDrYn3B+zcln2yS5K0cR6ojujjEXuf6XMYjjMvwO+q0AS+iQl8hzm/3Ub8UJMK6wi6Mj70fLwuHqhS98YYMuyDQPAR1F5uG4SC5smjkJWhIqlY0vykoUZCYJSEACUwRKIn+UGkIQkHEoiNwH/sAHPrBd3PvKfBS5KPyScpQwzTjCRU7hdetNZCaiBiSjO1fOcHWNqZxAxKhfo1wvL0nsDQyNF1xwQcPp1LG0JkcR+jpOCzhZ5ZxEqA9GD07ZLn1aGjmEuyG5yqSbuHYG561NUqRPpfyXOrXyz//8z+3GA2NKLtFfOP0xx6lUQijmIvRsWndOtFx44YUNdYyksfk48q7PSGAuAkTxuOSSS5ovfOEL2bmw1om0tKysIyj++qdZfuEXfqE577zzGv5p2g0BHAQwMvNPFK84BdAv5rqKbTe1OjxfRVZjz/D1r3/9NuMdBwGM+1MKQOQlop9hFMPRBJmlK0NxbQ1RVzm1yV4j4qRZI8v29xv9FsSJiah7RAGJJtbw17zmNZNybG7dXmu5YNCP+tjn8pCHPKR1EoqO5c985jPNW97ylkG88Of6mU2vTIy2XeQ5HUUilHxGAhIoJZCiq6ZIq0kuWtv1W6X18vntEWAvhsN+f9/TLcEaHTB36SgCG8Zc0mPn9HnsWZBNiQy3JifWuXtZRN9XKncvkefc9Ta/+Qgwrti/cW13d1wxhoh8j8MV+z3T5gR0FNmc4SI50PG5V54FpjRxvzyh0fUSLiXn8xI4XARQpGL0GAr12yeBYhXlJqf6IonTtxhev/KVr2Qf545tTotx7UFKGDX/4A/+4MhJYrzUURRGv5/yweOUhS4ZgAmzyTU6eG+byglwOoX7v6ccL0qF/PJSxN+IROZak6MIDiI4ikQcRDl5gGPone985ziQDZ7kjlqUBV1nijkcNyKbvFTsOb43hACZC+dcFAsR5zbmKgxXY1dmRTET7YM5OJJq605fwuk4Xb2V+1bpVWO5/PxdAjUE+o6iU3nUOpGWlot54hvf+EYr23RDCrOGIMN4kqWU6P49j9KcdYJ1K4VvN2LJZu2Igyw6j0984hODTmFcKYVcOWXcQtZLEQi7ykPa5uSTT24jInKCOjkbLOEoQt/A2WVq30OIZK53K5kronLs2EGhtZYr9RqiRrLfo5xDifYjqmU0YdAiv6ErF8gj51QT/c5cz+koUk8yzR3I0ne6051auTwaeab+q74pgXkJKFfMy9Pc5iPAHIsO4eabbx7NVEeRYTTok9DxRPQvyLdnnHFGG6n3oKYldMhL5HlQ+R+UemGDQMbvH+7D9o18zwHGg+xwta121FFkW6QLv4MCEmMcJ2xKE15U55577oEPX1XKxeclIIHbEkBBxandsZDG3TcwVHK/c/QkAkpfjN4RT2rukCccdErcLU40kfRu5A7uofbtR2Z62MMe1goQ0ZNp9pmjCeAsQISOqegEa3IUiZyEWIujSN85Ktf3Tj/99AYDyracQoecKWqdF7p1W4OjCOXhVOvll1/e3uucSzAnfC/Gi034lxgINmHNVWDMx5HE3EiEp5ITz5F8fUYCUQJcH8LVm5H7nZFHnve85zWs7dtIzIOf/exn2+v1kkMfcwDRzhwz22iB3X4DZ07aHpmZ/fb555/f4IBsqiPAePrgBz/YvPe97x10kMX4ixPWUSfEvt80zTFHf498cC57xzve0e4bWMc4oclViOTRj7q2hKMIkUzQ3aRrLoeI1EQfoj5cy3LjjTdOQkYmZC/VT2stVyonUdWIrjaWTjvttIa/aCIqDe3QD02d3l9b9N0SOZADG3NEs4uyXPtzOGVxvSjOVDVOWGuvn+U7HASUKw5HO+9rLXPROXQUGW9Z1iicmMccV7tvIh/i8EtkhIOYltAhL5HnQWR/kOrEnigdrOzbr9AJYU8icvwm+tmDxKu2LjqK1JJb+D2UkJdddlkbtopEp0fpMXR3a78oDArCq2LEMElAAhKYIvC9732vjRKAsTaXSp3QMHyzyGD0yaW73e1urTKY0+zf+c53WiNR8hTlqhlCiXF6syQhPBB+OBl+mUdxElHJVkLx6Gf3TSCPKNjX4iiCoaQfSm+spYgmwqlUDCDbTIwprnH66Ec/2jB3cPXNWWedtVER1uIoQiUoC17qKJ1zibmKOYu5qzaVGAg2cRT54z/+44a/aHrGM56hDBmF5XOzEmDOZi7sXhc39QGi+zAOiUy2rTR0FZcGvG3R3913cFxCXiaqDAmlLo4im0aW2l2Ndv9l1lyicAw5V6DP4IRlVOGHY/Cll17azgVEELnjHe/YXjMzpCxcwlGE6IycvE26myG6RDN8xSteUTxfRZw9iaz04he/uCECYzettVyUMRIthXDsyD/RxN6Tq3qmHNof+9jHttF315BK5EDXmR+2GOOd8cZVt6S17OXW0Kcsw/4QUK7Yn7Y6rCXVUaS+5dGbIb9h2M4lZFVuBkAHcxCN3EvokJfIM9dO/r57AuwZsRXdeuuttykMe0D2Qscff/zuC7rHJdBRZIWNhzMIGx/u5U7pvve9bxte/oYbbgiV+F73ulfrkWjYnRAuH5LAoSWAUYaT5ldddVUo8keJExp5X3PNNc3111+f5YsjHPdGP+IRjzhyKjApW1EQnnPOOa3CtyRxio5FDscT0rHHHtsalAxLW0Lx6Gf3USDPbXDXoFxEUURfjZygp0WSg8YuNpIYSfljfON81TdKlPauNTmKIH/RXyLXcc2xoS8xEGziKBIxinXbDW/8U089tbQpfV4CGxMonQsxCG8a2aem0MwV3SvCmAej0dZqvuc7uyWAspdoFR//+MePyMo6imzWJsnQ++Uvf3lw/zEYTSTzSUJ9szYTQWRKPuIwTk5xXxod7wMf+EBz7bXXTpawVj8TcfbEYQknFBxkummt5aKMX/va11pl75RzbqlzBE7MfQVnv1G4+gdna6JQ7DqVyIGlLHZdt6W+nyIRvec97zkSEXUNe7ml6mu+B5OAcsXBbNeDVqucHs2IItMtjjMjDtGRq43nOIS01v63hA55iTzXys9y/ZAAMiB28be97W23wcLeD9s50ZG1hdf3Gh1F6tkt9ian6F/3utcddbrm2c9+dnPve9+7/f/cy5RLGFTZTP7yL/9y7lF/l4AEDjmBksgfpUrOiBIw4edeOaITEGI5RThBiYfTW41XaP/6Gu59/M3f/M0D6aW9rS68jwJ5boO7BuViv69OtSfrO9ccEFb9IKQ1OYrAs+Q6LiK7vPzlL6++6o+rsQibHbn6CxmQ+9eJsFSaSh1FMLyffPLJpZ/xeQlsTOAwz4UbwzODxQgQme6KK644StGro8hmuHFgePe73z0agYM16Mwzz1xEZs/JhdSs1FEkss7WGlRwuL/66qsngeMcg2zIXqqb1louykh0unRd0FDlkHeJKEm0lGiKXDm5pmtKdBSJtuwPnxuKRLSGvVx5TXzjMBNQrjjMrb8/dc/JS7VyzZIEcmVO397GusG1M1w/wzU0uYSRu38de+6dffl9CR3yEnnuC8/DXs5/+qd/am3jQ5HrObhDREpsP6Y6AjqK1HFb9C2847shl7n7+Nxzz21PiKCkyp2ASYXj9Olzn/tcT7gt2lpmLoH9J1AS+aPUCQ3vaUJ1R4RjhHUiihDhJBlOiZyAo1zpSV0UhVwh8Td/8zdtA61JKbjPPWbfBHJOfWOI/6u/+qtR7NvYJE61ORtIThpwqjaSiC6GTIBscBDS2hxFiGhw4YUXToYtT9w3veqP+Yl5ivkqlzZRxBAxKhqRjnK84AUvaB72sIfliuTvEpiVQH/dzmXOdXjnnXeeV3/kQB2i35FnMb5cd9117bxKlAUiB2yyXuLwTKRP5J9u0lGkvmMR8Y+1b+x6kKVl9shVLmtyFPnc5z7XXHzxxVngQ9fGLekoskm5GKuXXHLJketBhypXI59HHEWQ3YhUecIJJ2SZLv2AjiJlhDEOsGf6+te/flQkopq+UvZln5bAfAS2LVd885vfbO0IrL0kovg+6EEPmq9C5nRgCeScLjbRTywFLVfm9N1trRtcqYosFknd69gjz+/LM0vokJfIc194HvZy5uxXu7qm/aC0i44iK2tJNreE4Eyn6SkeyvrnP//5DVczlISu4n4mTrqy2JgkIAEJTBEoifxR6oSG48eVV16ZvdqG8uEQkpxEuCKGE/SECC5NOAbgIICjAInNMPdcl15fU/rdg/78vgnkEYXxtjaJY32jxFmAPB784Ae3EcOQCQ5CuuWWW1qP8KnQ46mem1y/EmXFdRIYBYn2EUmc3iW8Yc3cUuIkU6uIiThLdetJxBKiOPE9kwS2SaBEDqFcRE1k7HGS3iQBnA7e9a53tXM3TsookTZ15mB9vvTSSxuMk+TXTXe5y13aqz7Yb5viBJDxCRf8yU9+cnRfwNhGzqlZVyMliVzlsoSjyF3vetfW0be0z0SdCU477bSGv26KOIrsolzIfMh+yIBjqUY+j8j9fO8xj3lM86xnPSvSXRZ9Jtq2FOKwXz3DyVHmY/pMfz5GZ8DYUu+5aHc18xkIbFOuYA9I5KYPfvCDDddypWudD/tcMkMzHposck4XtfqJJQG+5S1vaT7zmc9kP1EjY2QzHXjgi1/8YuvgmPTSU3mwp2Vve9BuBlhCh7xEnjXt6zu7IdC393RLgUP4SSedtJPriXdDY96v6igyL8+Nc+t3doymOIk89KEPbfM2dNXGiM1AAhIYIIDgykbg85//fJZPqRPaVGiwqY/VRhNBefT2t7+9+djHPtZmj6DwvOc9r3n4wx+erZsPTBPYN4E8ojDe1iZxjCwRxAi/Hk1PecpTmlNPPTX6+Oqfw7j3mte8JhTBYxuOIgB73/ve1xDdLZK4TxanXAwtpWkbjiJESHnta1/bGjojCcPqK1/5yoZoDbtMyLvM4R/+8IcbnHdOOeWU5glPeMIui+S3FyaAIvvaa68NOZVSFMLznn766QuX6nBmjxzFie13vvOdDVeiEpkDB7JNInMsQZJyfuMb32g+9KEPNTfffHPrcNi9yqvWUQRjChE8iUzyb//2b4N9svQqxiXqv495YiQj0uCUcyjXRC4532Ns/uxnPzuJbwlHkdr+GHUmYJ+D3qibIo4iuyjX3/3d37WOIhgvx1KNfB6R+/ked5hzrc1P/MRP7HQYRduWQh5W4y7zPIfliI6HLJuM3d2Gow8TYYx/miSwRgLblCuYV3HG5LAW++y+gfqwziVr7BdrL9M+OopEnIHhXiNj1LQX+lN0XVFdzGMf+9jmmc98Zs2nVvvOEjrkJfJcLUALdhsC//qv/9rqOImYNZRSVNEaHe1hx62jyIp6QN+4SdHudKc7tQaI7qYHRSonpiLpoIauitQ9PYPCAAecm266qT2BgOCcTiFwIpsTCIS4ReH3gAc8oD1Fu9QJJsqCcipdh0GIWK7aSIkNxI033thwbzOCBAbuu9/97s2Tn/zktlz89ybpO9/5TvPVr361+eu//uuWBUo6FKDdDTderIRquv/9799gqN/WhpsyYNBCEUD5UFBzIrCvQMJ5ijbDiPWQhzyk9bbFULfNRP+hfehTKKYpd/fqABhSRtjd5z73aX7lV36lHctrjwBACGH6Z1fJPsS19P7EXGiwoW9sEk2E9mBx459j82htf6GfcqKJduc6HfoBY6jLLM0r9Mt73/vebfszjkuvzyktI2XAqEPYdRKn5XAqSIl2YGyhNMbww38zjp74xCe2YynSP3chkKPcoNzMDZw4R+HRnxfY6CEEUg8ibvzMz/xMW+2Iwnhbm8Sh9qRuRK/4whe+EGpu+hDKnYMULjbSpxKcbTmK4DB30UUXZedCysV8SLSimqtatuEo8qlPfaohzP6QYn2o093vfvdrXvziF+/MeIKDCNfk8McGMCk3h4x2aT7m2ibkqiG5gXmNuZjIVLQRxqGl52K4Um7WCIxAzFvIX6kN6DPMUURvoVxEpUFWYC5aIm1jbdi03JQRZSQycDRxveYjH/nI6ON78RwcWJ/p08jpOEEwJroyZuo/xx13XMOcSP+Zq08jF9BfcWBkv8C36bdjhmTKxfrMs7z33e9+9zYyEf2afQWyEAcfavcVlIO1n2/wLWQCxj3/j/E2JLvWGMAJzY6zMd9gHzKWtnGKknpRjtQfkH+QOXGeS6k7x5144onN8ccfH5LndjEgUjQRjFdjibnx937v95p73OMeixUxZ/jgw6WOIjiesIeaSjX9kfyizgSML66O6+oL1lou9ipcPdOPDNHlVyOfR+R+vlEbRWXuThltW767pHG3q6NCLqEfIaMMJeZcdCCs1+yJk24t7X9Zm9BvzSFvMefhQEqkKNajsf5SO7ai7ak+8Yek1tpXom25C33oknIF7YFOF+e7pC9JziHICkNjZom5JOlr0LsjmyGrdPXutE/SkRKRjfkB3Tu6qE113JG2t99GKN32mZy8tA1ZuLTkEQdZ8qyRMUrLwvPsJYgowr4lkmCKc/7YGhzJIz2zFt11RN9XKncvkWeEbbIFJbsacy/ySX++S/tf9LboK5J+OvKN6DO70PFM6bgod7LXMd9jA0EmRM+FPWwufQXfYX1DX4tdZigZVSTai277nI4i9exmf5OJDo8oNlwpES7n6U9/+lHCE0pDGg4Fei6xYUORWnqSHgF66u7g3HfT70wMhM7CESMlJtZ3vOMdrTFzSjkw9g3ulI0YyRDIOaWNwJwUiCyU/W8ygfAHKyYuTpaQPye2a5WZQ2VPxvKPfOQjR4wF3ZPhLC5XX311yyWFTCYfykWZHv3oR7dG39LJlXyTRzl9jMUEDonFUBvwTf5wmEEB/dSnPnVWFl0+9GNODFPvdBIwlY/nhsqX2ozFBx5sMLhn+FGPetQsAtVY30uOPCjQcUKAJX+UcaxfUT7+MFThHUwZl3JEio7LsefY0HG669Zbb81mhdIfJzb+GUmlIeWZ+84888zi/k5ZOIWOkj+1ycknn9zmtckmFMEPJ70/+7M/O9JPx9qeMnTnFfopbY5TE04Zd77znSPIip/BsMockgyr3ZOFlJXy85cMP6mclA3nCkIw5wyV2xTIUXIQ2QGjPXNimrumxltizbzFSXPqw8lV1oGxtK1N4tD3v/3tb7frPnWNJNbSl73sZVXXMUXy38UzkT6VyrUtRxEMtbTL1EnXLivGNetkacKxge8w9+ZSjSIGR7Y3vvGNrQNFNC19knuoHIxtnGY+/vGPN4RnRZnXV252lQesv8gNGCoickOS8Zgf2KSzvuBIt8Ra3J+3qMeY7AmLJCNQNtqYeWvukw/bWBui/WtK/rjwwguP3J+ey4+24zQ4jk37nlL0Dk7AoVzv7lmSc9GQjImcTr8hyhv7AxyhIg6fQ7zY9yHfEEWDdYkydJ3LukY4xitjjzHInjTJwmP7iiQP0dcpLwoj9rYl/Rw54PLLLz8ib/Otrkww1gdKjIfMK8j3GD+Zg3LOdbBGiTsmW/addaP9lO+ifKQsyOPMIVPyT5LlUn+44x3v2IbaRSm3idwbLW/Jc6xF7DPob2MJIzVyTld3UPKNyLM5wwd5lCqsMQCw3k6FFq+V4aLOBDinMy92Zfm1litiyKmRz6OOIpw05OooxssuU7RtKeMSxl3yZX5BN4cDF/MPTvd8qzt/8P+R01inMIowLyU5rbs+deUt1qbHPe5xVbqPtO/G2Zl/jxxiob+MzXnsC9EhlurR1CcePTrW2Fci43dX+tAl5Qp0qElfzxhM+tOkn5riMtdckuTX9773va2upUReSbp3dKToR9F1z2EYH9tnrm2OW3O/7ZYtJy/V6Ccidd/kmYh8Qf41MkZtuTi0M+Uk3c13DvlkbbrriL6vVO5eIs+p9k1MOVybDlun/RnvTdmDsOfhLEId55zntqnjYR1lb4qugH8f03GlfSn/THZFZC90NxzOf/zjHz/boYZcFGjshBw+wEnFFCego0ic1eJPcuLjsssuO6KYYjLhVGdfCYoQeMUVV7QDNJJq7vmNTLqRbzMwCQPJYpcSG3gUKSjBalJOsGXSQlhNE1huYzlUBiYyjAmEtUbRV6t4TXmzaLCgXHnllUedCkyLIUxoe05LjJWXiRXFH0J0JNFP+Cbh89lIjHmU5/KCBRMrV3cce+yxucfDv6d24v5A/j2yqRnLHKUAymcM8GPKURijaEbhgGKbRKSWKM/uSQCUgKVOTt0yPuc5z1mloZc6Ec2GUNu5RH1Q9GNwi6SSq23Ir9ZY2Y/QUKuUTXVKd7tef/31RxRVpW2f8kqOaEs4X7E5ZyPH3J1SMqoztnAgoe+PnY6lbDgy5RxqImtDqZDf7z8wx6EFI1SaGyJ9rPtMmsNRPDCvotQcS9vcJPbLQCSRN73pTUedDp6q60EMrRzpU/0+XdofSp8vuQ6HvBnTOMWWOh6UfKdUEcOaxx29eNlH5ywc/zDQLbmZoiw4d2AwxCmEPwzTyegwJgMxr3BamvUJ+TEZ06N1S31gqbU4rRVcgRExaozJnigPfv3Xf72VT0r701Ce21obSsdY/3lkLJymiBYRSaztbPxxOtjnlE5LsxYkh8jS+tCnk0M5jkY5Qxh9lXkXp5R08pMx2TX89cvA2oNzMOVkbcbQnxREpeVlT8W6W9LPS4yp3fLQTyj3VHQKeBCpE0eZWpljiMHQNSA5VmmvQTSZvrNO7t3uHMce9rTTTmv3s4SqVAAAIABJREFUsGtyFmFPipJxat4mmuVZZ521aLkpB8rFqVQqyxL6GGe3KScY5vSXvOQl7UnqkhTt/0NywlrLRTQRxtxUqpHPo44i5M0agmPSLlO0bSljTgdWUw/m/re97W2tg1yKVNR3yq6dl5K8hWGAMR09XPL+97+/XWfSulRTr/47Q05UU/mqT7wtnTX2lVzf2JU+dBtyRcn+uc+Jww0cctgkzSG/8v00TyCvcbgLfdQc+59UN/vtZnp8HUU2GSU/fDd6HQ5vYNd40Yte1OqXStNaddeR+apU7l4izyHeczGlXYn6iF2tax8tbeP0/DZ1POjTOYib7Iq1ZUZHga6LaMzcYLBpykWBZn0hAAB9yxQnoKNInNWiT6IYZ8PMZjEljPJsYLmCoZ84yXXxxRdnvet5j40woavYpEUTm2ycUfhO7kTVWJ4IeChCuCu3e7IFRSgnvAnJHU0oFTl5RqQPlF5jd2QTtQBnDBwBumF5+Q7CJ04BhMLEczmFjMILD0XF0AkgFK8o+nA+qPX84zs4rVxzzTW3OZ3MhHXKKae0pziI+pFzapnqE12WCO5s+glV3HVqoA4YWlDC4VQBVzgRzQPnGjbFQ4kJFoclFBS5iAORNuWEHCcDh9qJ9ykXJyM5hUJbUW76IaejMdjjADPULylnUj7Dleg8LB4otvHoT0rw9C5jAoXd1Kk1niVCBYrN/jU9lJXQiWy06OuUk2/QDzEWsXgPeZYypnGEwKt0TQpc6lMSsaj0fvbo1TaUozTv1O8wfHC6IoVpZ85AEKnZcKb5BCXr0PyAgMdmFiGeOYl+m65QwmOccTU0phCQeJe7J3Hk2zRhaMVLnXHf7W8o+ph/6YuM76lTjpSBOmBQoU+PpaUFchTsOM0lQ/BQOXBAZC7vcmfcMd4Zq6xbaf5HIO9GKBrKr0YRvWmbpfeJMMX8H00otJEL5piHo99c+rlIn0pl2FZEEeYP5pF0TVyOAcZqHCxKQ0qW1L3EUQSlPnMCxsacXNGtG86xRCZYcl1iTU5O0d0IZznGaZ3uRkTKvTP1e7q+g7WYiGSb1Bn5At4pGkT3u6w9yJHMWSm8MvMczuHInygw+4l5i80zhpVNrtbb5tqwSVvwLnsCxlxunUrf2XenOdYl9gZEPuw6FtEPuTYU2QK5kjmFdZ0+hpPUVNhiZFD6DPPkWGL8sH+kr0ajcpAXcgvrDnu4WsfzoX5O1Ivf+q3fyvbzEmNq9zuR9X3TAwxjrEvWq66DbDeaCXIl8jDzB2tA2g/haIfCLjm+D5WBuQNFM0rJNST2UCieiNg1lXCmx4loyRQ5bVqqsGYuR7+RkxvYk0yN0aF6o6dAT5RLQ3LCGsvFPMKhIfQUUykyfvvvlziKlOrHcvxrfi+Z2+Z0FGFdYd1lD8I+tysrprkrpwOJ1jfp8ej7U3vMlF/EiSj67fRciQytPvFoumvuK1P9YJf60G3IFSV7yD6n0vWt+353XhhyjEeOZbwhtyC/JJ0F8ic6YPRSSQbtlyudOEcu3NSQar/9Ad1N9fg6ipSuNsPPoxeGZTQRAYvrJEvSmnXXkfmqdF5aIs8+b/Ys6HjYd3V1FNhzaB9sVuh3kHOY99Ht4Ojat0WmfHkOvdOzn/3s7MGOqbbfpo4HORUbK/uJZGvozvNpf8pv7PVwKkHHje1uLD3jGc8IHzie4hBxhueWC2wcQ3b1kvF1mJ7VUWQlrc3EQ2N0T9JxKgxj95DyuuSKCKpIPmeccUa4tgxyNvEoszG64cTAIMyd3EThxylInBAQ9NIJ+n4dukowJlwmHZQgGONTSspSnAW4vxDlWApbPMSEU7NXXXVV6+XWLydC6tlnn91O4ijg0/sIusnAyOTH4tpPPI9BEoG11DhH3TDQsmAMGYxZDHGAwWlizEmjW57Ivc0oXagLE3Pa9FNfrpbA4YUJkjp1o6TAIIWtGmtj2MOg9BqjPk82BigA+kbt9BzGIBZO7jJPbdVvLxTlGJqGDCzkk66foC4wGFNqD0W86ZaXdzl19tGPfvQ2kRjgR99kbNEv+O9UTt5j/OCggsPOUDl5h9N+5LGJgSo8qIMPlkQsYoyjtIo6O9DmzHPd67XGilWad8oHQwonkUj0WTx2EeBKEv2Gk1Uo4ZmT+2OCtsaIg4MQY5Lv9MPz0ueYP2l/Tuz20xxGyrRRR+HdvxOR76HoI7QbESuiV5URFWHqaq8lBXKiCmDAQiAfcgRjXDPeYJ/WgyHu9C+455T1qU1qFNEl/WnqWU4xEz0lmkoUndE8d/1cpE+lMpYY3japV9TQkL6RW0vGylJS927bp41q1wGOMtPnub4F5X/k6oRuuXBCIordJo4JEeYlRpFIfps+wxyOcwwKzZq1GKUnkVsw2PbnLULaIzfh5NuVu1hTWCNYXzDS4DzTT6wrREHAsEL/Kkm7WBtKyjf0LGvum9/85nA2JVeKhDPd0oPIh0T5ShEs0meRz3EgZc+T9lBd+RcZivV8ytCeWyNK57alkSBPUebc6SrkauQc/tgz018YNznHosj6XnOAIcIFxzv28rmErIgSkr1Ntz7MHzj+MA/QH7r7DMY4cw/G9rEIFvQd9mw11y3kylzzO7Iwd7SPKU/JE9kOB35O/y+ZlnAUYV5HpsMINpVqrqrLhVZO3xsa/2ssV3QeiozfPuto3owP9rBcs7LLVCITzeEownzH/Ineh7kU/VN/n4uszbxBf56KRlnCDd7o0/oHyIbyQKYi4uyciXZ+wQtekI0SrD7xh9T3oa+M9ZFd60O3IVekCI3IReh56LvIld3osmN8Sg2yKZ8UKWVsXujKsRy47MotlBfZhTzYryL3DJWVd3CYZq6IOJb162i/vW2rb6LH11FknpWoZK3ni+gmiIQQSfugu47ovErnpSXyTLxhihxy7bXXHnVYuGsHwG7F2Ep2Nd5hfsMegaPEWOI99jolB/lTXtvW8WAfveiii466Jp29Go4e2BeH5nn27MiW2NCwywzt+zj8z7X3mybsbK9//esH7bgpb3Rw2DiiNqtNy3QQ3tdRZCWtyETyzne+88hGLXddApMQDgi5sKmpeghbnEIuNQAkQztKKJSTKKWmEptKoiSUXtXCd/C8Q3GaEooUjIJMPrkwynjUEQGFxWLISQRFO17JY0YA3kEByyTICdx+4vtcYcBVG7my8G7yYCaKCCd7x5Ri5Mn3clxTeaZCbafIJWzq+0ZjoohwQov3xxjgWMK90VNGfPJBaI8wGOonLDQYgsecRJjEUZLjZTn1DRYfnJcwsJSclu6XacrQQL44LnEVS18RDUP6J8Ib/XMskQfOIpdeeumgIxDtgRIYrmtKjCfG+9g1Jd2yooTGEBbpE/RRxgRRYSKp9Nos5in6MIovUjQCT78syWuWcdRP0bZP80AKd4kX+VDCSIljFH2gxEiZwgBzX/SYoQRnK5jTB3NOfpSN7yNEIfSNpaUEcuafZAAbKitzA/Mv68vUmEvcKScb24izSI0iOtJ/I8+UnpqjTWmjyHiLfH8Nz3AtEON2aLz1y7ctRxH6IP2HKEiRRDQe7rovvbIlMp7S97sGIAykOJj2U3KMLF0XWYtQoBM5rGQeirAZml+RtWoTrHFmY57CkJrkGuqMopRoRMgHrAOReY9yIB8yrkpD0OMcQj8Z+hYh1jnNjzPwmEycTl7g5Izhpp94D6eBiGElvburtaG2PdN7pdGV4MvVlmMRBjctz1Lvp6hZOHN19wYoXdIYHJvf6S8oXIhCMpZyhvaoEXUsf9ZiIijhgIsx/3a3u92RiG3IO+whkHeQoyIO8HyHfs5+CKVTbm1LhgbGO3ID8vXUHiq6vvcd65hLiHAzZXBhj/qEJzxhtC1w7shFs2MOQQ5g3HbnbZzDmD/Yv4/NHxHHbvY55557bjtX7jp1HbnHylLrdFlaN/oNUZ2mUqnCmryQyek3YwcZeIZDNb/7u79bFKk06lTMuETn0V/H11au6DwUHb/ddozmzTtzOF6U9r3+8+gapub07vM15WUeZp7BiJyu+kuRocaiBuPQwVzP/jGtU+kAF1Fp6cMpkiayO8YU9va5OZ/5nT0veUyl/hVgtCnzJP14LOEIgk5lLKVw51PfPez6xH3sK/32XJM+dFtyBXVOOnvaEEdIDHRzr2/IKNgr2GMN6bbZj7H+EA0vJ8sx97B3wkGciHn9xHzDKXDmvJz8Yr9tWnl4KT3+PjqKcKCUqI25VCNj5PIc+x2dJAbt3DqZ3md/QdTTSNoH3XVE51Uqdy+RJ7yTHQjH7357YQPiYPyUPjoic5ce5Kdc29bxYGNA9kLvmHRqzM0cPsfRIzfP8z57LQ7f9teMsf1KpL93n4nqbDloip3RFCOgo0iM06JPDW1oEbA42Tl13QlGdxabKWVEKjhKpuc+97nV0SAYgFylgDJ7SvHOgOdUWG7SGBLqWdDT6QEcWnBsQUGWS1POB+SDtx4G45zxg3oRJglhaMhAjrKPk2HcnTiUeB8FMBMpJ3pRlpLPFC/at+QOaiK1YIzqO/ykTdHQ9TaUGwNI7o47BHaMN0SQGUsoh2mXqataxt6ln5M/J+bGmOAYgKI8ZwjmG5zEpf9HnWyGyjXmKEL5EAy4S3CoL1DOqOGGRREF35hXKWVAGTx1f3puDMz9OwIRRvupEOfpmyVjlXciglPKu/TaLE5RcAopKb6mojKNMRvymu0+y9zMprXkigk2b5yiHDsFjKGFPHMnKFHGcUKGzT/9PncFA2Ofvjx1erNbN+qEQYGN+VhaQiBPCsAphxYcklAARuYGyk69YUQY8Kn74nl2m5vEPtfc5rv//LYcJeaeU6byY05gLk/XRU09u836l7RN7V33jOm+ID5W/66jSOmplCmmyCF49DPGSp18a/oJMg9zIQocHHGIkBdJzEts8HC8wIDRjziWxj2be77B+oVMNBX2Mn0X+ZCrXpiHo9cMTjm3MU8hI+DYlZM9KQNzFcbFobkKeZprGNiUj8nWa1gbIm049Uz0xHzKo/Z6uk3Lucn7yUmEvtk30CGjI6vnHAtwhGJdm1I0ToUrZm3ECYLoDuzrkHkiV4zS94iQgYGP+Y7x14+mlowVyByMaw40oCCK5M+4o9wljtN8D4M/st9Yql3fl5B1+mWccjQ76aSTWufY3PzBPMr+eSwxF7EPxrC7y0R/ZY7jSs6ptK1xHVnfSxXW1Iv1B10JhrSpPll65UnUqRhnavQ9/bS2ckWdOWrGL+s/ey6M/rlU43iRy7P090h0m5RnaXm7V43RB9J1f7kyJlmD55N8xJ4aZ+j+3J/2maxNjKucXrL0EAhljfSXTfcHh12feBD6ytr1oduQKxgv7BE5mDelgy5d35JudOwqY+YJ5giM29G9JHniwMb6NqRvJU90Y8jGY3o3++0PZvMl9fg5eSkXyTC33izxe67M6Zs1MkZteUv0XXwDvQy6hFxas+66W/Yl5r8l8kxOIkR87s9LUbtHJMoFB56we+XsprvU8aCbx37X5YCT8Ctf+cqsA19qe3QC2NQ4fN1dk5jb2Z9G9W5T44B1CVl6KnEYjGvCa+yYuTF4EH/XUWQFrYp3IcqTZCRBKMLbPnc/L4IRG+Hc/a6pimygUB7kJqMxJJFrI2rDKKFQfO1rX3skEgCnRZk42YxOJZghCKDwHBKGudbjzDPPDAusMCWMLyf9hhInGHGUGPJsZjHhVEgyUkRPstLeXA9BWVF2ctXJmGEXJxXq01ccptPFQyeycS7B+Bs5dcmJlu71P30Gm9wJz+JA/mMK49JrQuCLV/tUWK/c8B5zFEHgGruuA6UrGxZO+UbTlHMEbcnYjEbliH5z0+cw4KGAz51Mp/xEVmHDGUko8Ni8sjGMJLw/OWWaU5ZTTjaabI5J9HfuoisJWYmwyZyK0W5o/Jb20VQ/8iJEJ8rjMZ44CuEcOHYfK2McY0AK2RkxvKTvY3jBI51+OHYVEs8y73ISZMpQNbdADg8iSeFcN8YGoRylOg5/JQlGGIqJVjWVtrlJ7JcjupHtruO00UFKJRvnTRXBJdxK2qa2D0WU36nMXUUMTq2sUbn5OVdfQgSz9uAkUSsb5r4x9Hu69o+NJ3MjG7ycQxuOyChMogpI2HCdFfPm0LWC/XJRf9YarqDJJfImohnz1tBagYMIMmzO6J++k4sMgGyNQ+mQsXcta0OOWe73EmMZea1RMTlVR/YXyFSM3aH1mzV6KjpFyhsHpQsuuGDyOjmuNeRvLKWoHMhj6aq23BhhjiMKAtxz8hjf5RuMb8YIsn9ufPMOchBrPc6z0YTyib+xVDs3zy3r9MtH/szhRNTqzyHMRcwfU9HdUn44XqBDmHIcQmZg7dxl4hQc+/zuFbtD5ZnrhFmurpGrLUoNaemb1BVdwtAp6fRMSTRG2hbnMAzxuTQ19tdUrqjsUzt+2WdGIsKVOl7k+Nf8XrL2lZY3ynms3OxJcVhDRkSZPzX3p3Do3QjJQ/miQyMaWEmU40g9NtkfqE+MOeNM9e819JW160OXlitS+0QiF5Sub2mvMeYIhhMZOvLSqzKRQ4mQORZ5lz0f+7IxZ/nI3GC//QGBWj1+Th+yxv1YrsypT9TKGDVrfYm+i/wja9qadddD+x72r9gUx1LpvLTEnEp0NOxxQ85rHBhlL5w7uIg8hBw6FC021T3iGL9rHQ+RQPrRqTg4jsNFyaHZdCgUHUhKrBXnn39+yEaZG28cSkHHMpVyN3bkvnHYftdRZAUtjrK5a+zGwIlhHwN/LuGcQLSCSGJDRr4lhtNuviiyciGPeT5q2O3m3b23mE0oDi2PeMQjJqtFeVAOUqYhY0ku/PJY5iwMY1f6TBnFEXARSkpTN0IBilTyYVLuK/3YWKNA7Ye2Z4FEITUWWQODBYqFnNMN5eZ0IfdFjqXaCRZHIMLhTUX/QHglWgrOONEUYU4o0jPOOKMNn8p9vN/85jePKGWHFnucbVDeonwdMgAdf/zxrfdjyeLIpgpF7ljI1FoHqyinmucibZbyLb3aKuqEQv70Bxw+cv2C8JUsaEkJzfVFZ599dtioSFtjrGQ+GXPC4EQ7m+ASI0ZixDilfPS/ocRGmBOkQ45gPB/Z9A/ly3zBvAE/6kW/RkHeD6c+ZYjs5ju3QM6JPzyVp6JJlDr89dcWxvPY9Tw8u81NYr+NohvZ9F5k0xgd7zhEIlRPsYnm1X0O5wOMXFORabrPl2yc56x/rm4lbVPbh0oUXF1FDCfRcWqbuipuqn7phCjG6amrUXKM5vid/nfllVdm76OvaXvmddYG5oApo12qB85obH5zczzR7yjz0NiJyrB9djgKMx7HnIzHDItrWRs27QslxjK+tUbF5BQDotSNOUzgUISjKMa4XIpEIWL/RHTHSKK/0YfYR0ydBK+d4xgjtG3/JNFQ2XCQwChJONtoyvWb2nLPLet065PCt+NEMyRvsl9nPxTRAyBT4oBBlJixVHLPeZR76XMoOwkxn3NyJmoNp5KXTjkHI75fqrBOZWZMIdtORVcoiaCDnEDUtalrN/g2aw+y11hUnjWVKyr71I7fqPxW6nixRL/MzWHdb5aWN8p5qF4ciOHgGg4AUUdi5k3moynZFPkKfSSyZzRF6lEjI/J99Yk/aIUI47H2WkNf2Qd96JJyRbdtIvvqkvUNuZM951REsGgUtKE+hDGVOXvs8APrAHPfkIxsv/0h0aX0+Ln1dI37sVyZE7VaGSO6dpWOy+7zuTVt7brrPqMl5r+588R5n7lu7NpRdNLsUyOJg5A4nYyliKPELnU8YwfoS/ao/f6PriFFEkZfzF63RBYcY0mkVvKe0mmzRyJyKTYiU56AjiJ5Ros+QRhiDOgoslMi/DAh9jFE504jMpnx/lAkiX7BGRxMbAhytQmFFAbvKYV71LDbLUPXWw2HCDaQOA5MJcpA3TkxOpSiCv/+u7lwfRi/MFwzuXUTRjdO/Ax5H47Vg403TjHdk14Iybfccktz7bXXtspbDMj3u9/9WgMySsP+aQ68/Di9MaZ8K1nQMODj/TiWSq8CSfl0HYHG8q4JPxVZPHFioL0oO22DswoOAfRlTtnBtpsw1nACeWyzAk+82iMnKlO+CHIY56fuw2Zccpp5LSnqGEZ56cecSseQFUl4El944YUhw1103kpObJQbL19OX0eMLqm8zCPMJ1NzGyHXmZtL2r7bB6644or29PxYQhmHkXJIYELpBrMpY8BQvv3rd5gnyAuHOKK68N+c4mVtICRb7rT+nAJ5JLpMrcNfYsHp69e85jWjAj/PbXOT2G+j6EY2vZfbNEbGX3qm5F70knxLeUYUWkvUf6pOzCOshSlCUa7+jF284nNySz+fEgVXVxHDuMUpjjUFA2z0+pZ0xzynjnGUpK1q5rMcj9Lfc9cnkF9t38+FNu6WNbKW5dqs1imbiA6sQWNOc2NRstayNpS2ef951vDrrrsunA17BUKfRqLlhTNd6EH2ehh6x66fK1G65PofVcBQjME4OrZxEKHvsfcYS6XzejefoZNEY98pVTjnjKy15Z5T1unXlT0/vMeuxWP/ilNyf585xCxSTu7Sjkb9W2gItNEqcZTKJfZXY1e85t4t+T3Xb8irxJDW/zZrNHtf9pNj6zMO2oxV9n8c4hkzxiP3cwozd41a5PrItZQrMo/BtHb8RmRr5kcihEYi95T0rdJnI30x5VnqKIL8g6yI4xL6DZTpkehOnBhlH836Gl1HKGPk+oOaNo30l1oZUX3iD3rXvveVfdCHRtbrTdadNE9E9tUl32GPxkHCMd1oSRS0ofmRNQ4Hs7HDVLzDPE1Uyb5txH77Q6JL6fFz62mp3F66RtY8nytzyrNmPaopD+/0bxHI5ZOT3deuu+7Xb4n5b848mUs4wP+xj31s9NDOc57znOytD6neOYf0iO5wlzqesb0HMiE3X2C3ijoRw4T1g0jfKUDCnGMPHRp6ltzVhxxE4bptU56AjiJ5Ros+MWSUZsClu5pymzM2ZGyeotecbLqQ8x2846ZC+UcNuwksChQ6YlKgjl2v0m8IJpmp8JY4ABAaKuds005c//e/zff/7/tt1A2u8sGTcCyML0ZoTujj2NBNTH4ocfC2RlCLbMbHroWhXXFqSHfD0if4br8/8AwnZcfu4aU+OENElSAYxTjdP5b4PkoKonSUpEjkG8INo9guSZGTdCjiaC8igZASW/7JAtU1jGO4pv7dsFj98pQoMWkf2gBuKEgxhIylNd6bxql1xmbEOaHkzmHmPRxncicLE6vcvMUciAMbAjiJ8PyM/ZI773AeIpLQ1FyKsxbXRNUmTo9yCn1qfI1d40O5cLChjpzMxMljKtQ430BpjLEBR5BuSiHhmV/49zS/5JxEyGNOgXzo3sM+m1qHv5QPAiMOfKlvDLGfU1At7RuR8OfdPGsc6sbKRD/iOqTI+C6pF8YtnD1x0oukiEIr5VOrCI6Uo/tMSah33hu7xiz33Yjye2oeROFPHjhA3nTTTa38ghySPOpZe5gHiCxEdDHmaU4wIE+UbO5y9dj098j1CZu0PZzo61OOeqkOuWtjmLc4GT92agG5jhMSkbDq6Qoe2gOFD86AY6dYxk5CrGVt2LQPRCLEdb9RO+Y2LWfN+6zX9JkxJTv7FSKK5ELZ8u3InFG6TkRC5G66TjLPd08SjXFkz4aBMnq9Y87IWlvuOWWdfl2JLkM00DF581GPelR7kn8umawkwkxN/468Q7SkKWf5lAf7QPaDSyfWA6JMTiWiUZ5yyinVRWG84xSEgY2DPUOJPSJ9vt/WrCPs31EkRxXFUQejNZQrMo/Bq3b8RoxE7BFxzif89y5Tbg7rlq3UUSS9S5sjB6FzwxCSu/41t++e4pW7K75GlxTpL7Uy4qz6xP+/r943fWK3Pfexr+yLPnRJuaLbhpF9ddRRJDL2Ik6KU3MGcxMy8pT+NXdY0X7btIdbltDj59bTTdaLpdbeXJnTd2tljJpyEzmH9ona7XJjdO266z6jJea/OfPEeR89zJjDGvpNZMa+Xn2sL+Rku0ik/l3qeKbYsm955CMf2R6ejuguEiPYopdH54UeEt0HQRI2TdhIcKgf06Gl/Ev0LZuWad/f11Fkhy2IQIORaOxOviWKlhOyIt9E+MQoO+WxRdQNJtKIorwbbYKJhgmjH+WhXy4U9AiUKOzHUnK4yTnbpPeZiHmWdsFINLWIj90lzju8zx/OG7TvVIQRHDjY9EeUgUP1nDplxGKGgEEUhMi1M+SfEzB5pkZJEVEQ1mzwI8JBiUKif33JEHP6aMT5iHdTn+Lf6QdT4bDGjPqRMbnUMxgPiILBSYJcggt9I7fYs+HEWBC5azt9E96c+hrLmzkkXS9Ce6Ngx9M1mvqOJmPvbarAjoRFw6EJxyaEx36iPyXDIneNU+exE6m8u4TzUWTM5TY2aWzkIqzw3CZRXHg/ouDY5iax36Y5hWr/efoHaytl3jSltY51hPWK+Z8T5ZHThkPfZpwyRp/whCeEotOkPPgmp6tzXuA8X7NO1HCKhnpPeWNo4EqyoXE79f1I/0zvTyli0ryQnL+68gtzIjIGMlFyXKxhsuQ7EaXmpm3PaQM2p7noKzgg4OhExIqhOZgIeJw2GUuwLonUkuSEiOM38yFXqq1xbdi0f6AgZk0bc6bo579PjiJj0RToKzhEoGiJXDMSXdNqlLY5peqm6yTtinH+k5/8ZLarYJzHSB9JOUVcbbnnknWG6jC2J2J+JjIfdY/sn8k7Us5N585IO0w9w/4HuR9HxqmEDIGTd04HsGl5eP+SSy5pIyxMJRw1uhE/a77L/I5sg66H6F+5qCDpG93rOaIRS3Gw4cR1RKew63JFZZ/a8Zubz+Bcm3dNP5h6JzeHdd+t0cF036fdUdCjxxuLyMvzNWtI+k7u+gOeK61HpL/UzHPqE8d75j71lX3Rh0bW64gOJTcHRfZU0e9EoiAgj5933nllgC+7AAAgAElEQVTFUTW79eDw59RBVJ6NyIb22/EDnzVzL+/k1tNN1otcX679PXoQa5tyADInsmc0Tcmg+6K77tZ1iflvzjynolKgE8L+96AHPSgkY1PvnGwX7Xu70v/n2LJnxZn90Y9+dMOBBPatObsrdaHvpsPCMJjj4BoyABHEc9dM046sVdE9dnSsHsTndBTZYauWnNafs5iPfexj21BBuYE89k02VZdffvmkgwsDnm8wcUwlJouu0j0aCQAjKZ13ykg6J7N+XtQLY/RUilx5ULOpnVpwaVMMVhjqMChitIo6iZDvUo4iOQGTb9ewyC1gidWYY0+//TD+0B+jnr5z9rE5vSrnLBcGZIw3kSuVUHBzBc3Ugk8fQ3ifcpoZKv9Y3v05ZMrIN8YlcoUXJ89w4GAzVJsiG3fGLFFACPs7lSKRMpbYuEXGXET5gLGWMKPda9eG6rtpFBf6B/MPUZ7GUlRQr233qffWcIo+OTjiIMK4xKGJq89yXtmpXmwSuMqESAzJkS5iqEjvR73Aa9eJmnaLhnpPeVN3nNlKNzsR5Xf6xhLjuYbNEu9E5sYaGaFbVgzVnOzOOT4iM+GwPBTRIDpvLcGIPCkT0RamnFV3tTZsWudo2ND0HULiE7mFaDlrT31lEet8UqykCD/RPVlkzqiZK3Jy+hzrZOSgAW2JwyHzacQpO6eIK41wlfrSXLLOUN/ss2YNJZomhwdQXlHvaH+IlHPTuXPT8RV1vJyjj0XLmuvv5FNqzJ76NvIV+yhkXoxhHHTp7oNYdzgwwHyALoTInZxaRJbiSgX2prmEXiKnd+nnsatyRaIYUdbaPhFp30jY7xzzOX7PzWHdb8zRJ+mHRM5F1h9LNWtIyit3/UHN2IqsezXznPrE6R68L32lvw6uVR8aWa8jOpTcvBPZU0UjJEeiQs9xMCl3TQN1jtoJ7LfjPaRmDcmtp5usF7m+XPt79CBWrYxRU67oFYzknXOc3kfd9RLz35x59udN5G/0e1wPySH4UqeGnGxX0/e2qePhW1zngn5mLLHWpsiI6Dbuete7trcuwA39TIk+uGZMpXeijlNdJ/xNvncY3tVRZIetnAt1uFTR7nCHOzQvf/nLG/5ZmyLGYxwWOBmE4mMs4ejBSWIUJyWRAAiZT0SR6NUVtfUcew+jNad2plJkIq/Z1Ha/yTc4FUIYJxSrOAER7h/hotRgRb67dBTBQxPhtaTcEeGAekU3XThARULTz92fUn41wvtSZUn5El2Hk4CcaMslFNw4OYxdOUFejNt0VRJjnr/IOB7LG89RFrLkQXrCCSe0J65LBBOUWmyCphyEaoS5Pq+IQRweONkxlqdSxAFiiY1bZMxFxlvEYFQSDWiKVW6DO0fb5sbG2O+RKze67/av0qr97tR7GNS5JilimCCfZz7zmQ2h8kucErvfj/Sp9Pyma2aUV6nR+klPelJz+umnR7M/8lxE+Z0eXmI8Fxd4oRciSs052h4Zh9M8uagV55xzTnPiiSfeprYRxcxCiNpsI31gV2vDpvVmHuA0SPTEPfM28gYK6rWndL/7Xe5yl3auxAjM3qgmwk9kzoj0kz6zbayTUXkSR1kiZ03tH1P5c4q42pOukXUpIusM9c3rrruuuf7661uHYKLfcSUYzsjsf6IOIinfSDnnmDs3GWNRx8ttymK5/k59l9iTsd/BQSRF/0pcU7un6F/0hbSPiexN2SOh20FJW5N2Ua7Iid+aPhG9OpD5GGdDFMe7TLk5rFu2ufrkxRdfPOlAX7OGpHJGooOV1iOy7tXMc+oT8z1/H/rKvuhDI+t1rVzRbcnInioSJZf9BHumXPTzTeaLVO7IwZmSdc5+Ozy2S+decsnJS3O0f34mKnsiuq7WyBhlJfnh05EI6+lpDkOcf/75rfPwUNpH3fUS89+ceRJljUOMyMM47j/mMY9p+Q9dDxnpA7k+WNP3tqnj4VvXXHNNu1+NpBTBmL1Lch5BR8MVNdgpS66oiXyv+0xERuT5GualZTkoz+sosqOWZBPLKf2uNz/eV8973vNCJ6j6xcbRAgNsJHQ7g5hT/wza2hRR9qHk4Ds4VYwlNpOUmxMthAJCyTG2IHbzwMmGO1an0hOf+MQ2skYupfCrJeH2MdahfJxKkQnrvve9b+tMUztxdsM3jd1znKs/v2PAJprGZz7zmewp8hoB8+qrr84uMvR/WJRcqRARDqhfJHwwijvGJNeYjCUUuWysctEeeB8l4Pe+972i6CT0/ZL6R9p2jmcwGhMyPBdphbnl1FNPbR1zhhIn6Bjv6RQdynEUddzXnktjeRPGD2UjQh3jiNPW97///XPZHfV7xMN7DsEi2l8RTJ/1rGdl65DbuDGnvvKVr2zYbMyVInWIKDki93TOdX94jtMcbVvLt9Q4yjjAiI1D1JIpciIwfT+ibJoqKyf6uBM0dyUIedQogms4lSiPaRMYPPShDy3+VGTDlzJdoyKmuMIjL0SUmnO0PQ6F9DVknqn0lKc8pV3L+ok1jJO4U44mKBfOOuusEBpk9pLoWqxxyAk5R8jcnLfE2hCq8MRD0espUhZrjcI2VEX2F+ybaDcUTjVOdfQ55FPkJUKBT+1ZauaKXJ+Za518z3ve07zvfe+b7C70cULDcuI/l3KKuNoriuaSdYbKn66iTNeB1fQH8sDxjegUt95666R8PsfcmWuHqd8jLHm/NvpLTdly/Z08a/a7NWWZeod5gwMhOBVPJQ5bIIfU9KWaMs9RrsiJ35p5J6J/oc7oHYgUWauDqeE29E5uDuu+M1efzPX/mjUklTNyVUVpPSJtWjPPqU/M9+J96Cv7og+NrIURHUqu1SJ7qsgYjDrdbTJfpLpEDiuyvqHny11zTZ722+FeEmn3/ptLssz15drf0VvfcMMN2ddrZIxspgMPlO5xGVPIJ+hCh9I+6q6XmP/mzDPZBOGd7Gqlzvvkwa0ROFcwp03ZZmv7Xm48zqnj4aAwB4ZZC2pS2uciZ3Ot6JOf/OTwVbsl34vIiOQ31yHUkrLt67M6iuyo5YY2UdHrMYaKHHHc6L6HgRZBIRLWdwxRxHg8ZfxnIr3iiiuORHDgRC7K+ciEjJIRZeNUKhG0cwbwoe/kyolSF6P4zTffPFrMOQTr2i6MYT0pnf/+7/++DYmL4jnHokbAjJziJcQup0MjJwhTnSOne6PG5sgCU7qg51j22y7Xp2rbetP3OOHLYjF1n3H6BqHZOAnav/sNYxje/Wk8IDDgwIOjCGHNavImz4suuqjB4YwUDUnZ5xHx8M55dkcYR4RZ8olELOK5nANWrYFkqi6ROkTm3m1tcKhLTqAuHdeRto4+w5zLOpH6cOS9qCNRJK+xZyIKm/RuzZrQ/W5EoZWer1EE13AoUdwz15177rntXFaTcv0z5blLeaGmXiXvRPrAHG0fVdSMzWGRcVFSzlIZAaYROWEXa0NJe489G3Ei6L5LNKNc9K05yrXLPIjGgDGL05Y4H9OHc1HYauaK3Dw01zqJEx5y25SzVYnskpurS/LqtvNcss7cfYcIkoSCR2Zg709/yM0jJXPS3OUlv29961utgx59eSrVRn+pKXOuv5PnprJNTbn670SuxkARy0Gjhz3sYXN8MpTHHOXicAqO/lOpZt6JXnXEnepw23XKzWGpfLQzRlJ0eJumXP+vWUNSmSLyXOnYiuhoauY59Yn5nrRvfSVfo6Of2KY+dFtyxVxjMBoNjCh5OCrmnNin2iayvypZl+23w7RL515yWZJl6XiNPk8kHA4T5lKNjJHLc+j30oNhj3vc45qnP/3po5/aR931EvPfEnnWtC82ieS8j02D/84dQq/te9vU8VAP7LWRsZTjhgxLnTnsyJXlY05QuXyGfo/IiOm9mjmwpkz7/o6OIjtqwXe/+90NhrKUMEISTaPW0EA+EceN9D0GKV6KXA9TmyLGYxxRnvvc5w6etO1eGUH9cRKIhkyNLI4RY2Vt3aPvrVGwQtHM9Sqf+MQnWqVdUjqnMFH891SqmVy/+93vts4AnHobSzUKwsip72OPPbbtW5xUm0qRzVDtgh7tL2t9DiU0QgknF3NpLJIQJ7ExDqT+xd11OIowR9TmTSQlFjH6V8nVVf065MYpz9caG7rfigizPB9VduXuc52jzH1WkTpE5t6IYnSu8ZZr37m+kxsbY79H7v/tvjvHXcC5skYVNuRTsyZ0vx9RaKXno2MjV7+p3zFg0meIehNJm0YGy/XPVIY5TwhE6rXNZ5jLCfc5FVVmrrZ/61vf2so/U2lsDos4uM1Vzk3472Jt2KS86V2cl4nsFo2yQmREIhdGnGfmKN+28sBwwfVXrA1EEsAhIDly42TLv085i9QY+XLjYq51Esd0xjp7kbFUIrvkZImSvErltYisM0efSdFkOKHGPio59pM3iracs8iu5yT6MtfMosibSrVtVcM4su5uKtvUlKv/DtE+uQZwyhno+OOPbyNy5va5c5Qn5TFHuSJXL9bMO5H9PPU488wzm8c//vFzYqnKKzeHpUzn0N2lvHL9v2YNSXlHZPrSsRUxAtTMc+oT81123/pKvkY/eGIX+tC5dCi5Os41BiPlpSw1Y69fh6jeITp32G+He0mUX/ftJVnm+nLt77kyd9dVDjgiRy2ZvvrVr7bR4XJ2FsqALh3HKyKUjqVI/eaQqeecAyJ5le6rlsizpB+kqPwc5kCHlfZjKbrflLNIjXxL2bat40FHR1SR6NXAOX7Yfu50pzu1+hvsdHOkiIyYvlMzB85Rxn3LQ0eRHbTYd77znVZhwqBLiZDlGE038cSNOG50q8spvGc84xnVClaUFpz+6zq8DOEci17CSZLLLrusVX7gWXb22WeH6x9ZHNdwUiRXzk024iVdt690TmGPYY+SkTuy+UNJn7vSp2Zy5Tsf/ehHm3e+852jyi76PnlPCUX9OnPP9/vf//5RFBgPzjjjjPYKopwhISJoHOZwVWw6EXAj11v1xzxGHzy7b7rpprat6HMvfvGLGwyspNq8CVvMaSD61ybOdrlxShnXJmxTppxycY4y9wdXZJxEhPxc2fnuXOMt1761gnrJHDz1LEYUHOkiY4t85lQWj5UrqrDh/Zo1ofvdiEIrPT+HMirXbvRxTj9HohyRF9dEEeWlNuX6Z8p3ifFcW+a532Oj/ZrXvGbySpi52j63waZuY3NYZN4ikt5LXvKSWU9KlPLOlXOtfQklC/ujKafiLou73e1ubTSfbRpIS9ui5Pmu4YK9IrI6TgKshShTCNnKgQKis+FwMZZq9ha5cTHXOhkZ6yX9c6m+PpesU9L+/We7CshuNBn2S4TwJRInykicq+gvY2muubO2LtE1vqTda8uS3ousu5vKNpuWkb0TEedwtB9LtD9RMTjRndvnblqe9P5c5UJvdcEFF0xGmqGvv/CFL2y4WieaImMXRTX70NKrSqNlKHkuN4elvOaag8kv5xhYs4akckbGe+nYihgBaua5yDxw2PWJ+9ZXpsbervWhkbkpokPJzS9zjcFIeSlLzdjr1yGqd4jOHfbb4V4S5dd9OzdPbrJe5Ppy7e+5Mi+xrk6VFXsFdotIIjo3h1xvd7vbjT4eqd8cMvWcc0Akr9L5b4k8c23Udd7vR+VHH4HdiTnxAx/4QINT9ViqlelyMuMc7d4tM3YW6onugQiRcyT2K1wzi0PUcccdt3GWERkxfaRmDty4gHuYgY4iO2g0wsWy8U8eZnOFDEX4JTTQpz/96VCt8ORCwRq5A3osQ0KPotSdCic7ZNTqXhnB6ThCaZZs1iOL46anfEMQMw/lyrm0YJXCYHGnOQqZpHSm2ChJcA4htBmCCP+NkM4iMJai17gMvc+JSHhMXbFAlAkWjMiVSEMOV/3vImhhsIn08YigQf6bXBE1R5/aVR70pcsvv7wNf55L/TH/xS9+sZ3z0v12nALGMYy5j9S/lmYq/5Q3xhIcV9gMk0qdzbrfyG0meXYOoSvax6Ib7m0LinCI1CEi5Ec3TOecc05z4okn5rrc5O+5ebhWUN+oUJ2XS6+O49VTTz21vaptqRRV2MwRCjui0Er1jI6NTbj0ZbSpvDZxUEv55vpnem6OOWgTLku+G5lX5mr73LxJPc8666zmUY961G2qHHl3DZFfcuVca19CGZEcQCP9DVmRDf8cofgj31vqmXSdCFHyuo7cfA859vTTT28jQCKDIy+94Q1vaCONjCWuoODwQYnhONdn5lonI2MdpxiibEauosyVu7avs7/FYXAqylFE1intM4yBW265pT2EQRt3rwWlPdnb8l2cpNg/sxfC2I5TyVjCwYh3dpXo30SRiVw9c/7554f2bJvWJbLu7lqZOHRNcb/ezH3sm+kL20pzlSt6FVxpO0SupWVeeMUrXtHc4Q532Ba20e/k5rD04lxzMPnlHAOJ8IuOcMpQNVahiExf2qZEDmUOYV4eSzUyYmQeOOz6xH3rK0P9Yy360G3JFXONQcYdctA3vvGNyXmyZuz1M4zqHaJzh/32tk1Wq8fPzZNL2zNqFulcmZdYV8fKGXGu7b578skntxHPpvZw+6i7juz/SvdVS+Q51o7oa7nB4YYbbmijmXevgv3pn/7p5pRTTmlwLGXvihM3sh3z0FjCPsWeB3m0JOVkxtp971QZ2JuyzyRIANfQ5K7AjdSH/s3hKpzBI/v9qTx1FIkQL3tGR5EyXhs/jQcaUTS69zyhVGYzVjpJDBUGg+wf/uEfhsI2c0qDa2Ee/vCHV9eL+rBQTTmnMAlw2rYbvQQlGCeoOSFVc/qSO22JSDKV8FI777zztqJwGitHTkhZSrBCIGERI4pHWsi6YWs5iYbDw53vfOfWKSMJIjkhfVMlBcpCwnzS/kOJRRUDDY4EucWKhRdF6thCxYKNohwHpIiyHAUmJ5q5EmkqsRl6/vOfH8qzemCt9MVoWPjumMchrhtNBE9bQiT3Q/yV5o1TEc4n9PVNT4blNpM0B/2J0IRc+1GbIsIseUeV+rsQFCN1iAj5OBwxP+bSE5/4xOapT31q7rHJ3/tXvfUf3nRe26hw///lkqvjeAXjIf3x9re//Ryfv00eubUgvTBHdJOIQit9bw5lVG5tIaoWa2ck4WjJZn6TaHA5OSGVY4mNX6SO23gmMq/M1fa5eXMqklHEwY21gqsdlw5jO9UuuTquuS9FHNC7dd80OmJt/0Zh9La3va09ZYMzAXMhyo6SK0SpK1fvYdhM18uk8qDQxUGEPRp5J8faiDKkZqzk+sxc62RkrLMvZAxFjN+5ctf29ch1KRFZJ9q/2KN95StfaZBXMMp0HfvJA4Uia80DHvCA1mEorTkRnnOWM1qf7nORMvJ8bVvVlCmy7kYNUjXfz72DfgXnfPRFY9fO0A84aMOefltp7nKhdCYy5FQqbYeITImDDfN1Cg++LX5D38nNYV15e64Q+blvbqJDi/AvbVPmEHQ0U6HPa9Y99Yn5nr9vfaVbo7XpQ7clV8w1BpE3OZSFc+BUqtHl9/OL6B1KHB3st7dtsVo5PicvLWXPyM9O40/kyrzEujpWmu5V6bk6cQCJdR5n8Km0j7rryF6gdL+yRJ597uzP4Y3umujPrCtJLkdnhOzBfh2dbPewc24Oqt3zLJVvrm9SZ/am7FE//OEPt4e/o9Gwx/JGt8EVNJvYo8k7ohtJZSiVP3NcDurvOopsuWUxQuMR393ocFqa0/URY3auuExknDTjHrRI4tQZIUuTAjLyTv8ZhEe+OTVRcGIDZxg2nqTuicFnP/vZbWSLkkSEjGuuuWbyFTb/hBVFqbarlBNSlhCscMK46qqr2km8u5DBACYYXjFuYczo97mckF4TArbLngWGvn/llVc2ODUNJZSh9AmUOENjAscQFicW7BShop8P9cQxibEV7dvRk00HLdR5ydgomV8Y65wIZc7rRhM56aSTWmV3v11K8yZ/lOokDHJEjqn1Ro04LdRurrp8o1eM4MCXc5Yi310IinMJ5JG7yanjAx/4wFaZG4kyNNaXc5zmaNuScTT0bOnVcXMJ1mPlzq0F6b052EUUWul7NYrgkrahHZDRcg6D5BndzOe+n5MT0vu1G8rc99fwe2Remavtc/MB6whr19C9qUR8uOiii9rrQMYScgvyBw4Mu0q5Oq65L8EW+f4jH/lICF9/fxF6acOHkGXZh7CXwRmW/8bxmhPqEec9ZHOMo5/4xCdah/m+wzOOgDhN88++ITOiDOEENDJRybqZ6zNzzPVgj4z1X/u1X2vrH9kX58pd29cj61KpQnOs27F/5mrOm2++uVV29fsDDu9ccYbc25edIzzZCxGdbVcpUkbKVttWNfWKrLu7VCb2IzEO1ZF2fc5znhPe59Zw6r8zd7m+9KUvtXefMyeOpdJ24KoeDk1NrdNrig6am8PmlLdTXrlvbjIWI3NnaZtG5pAaGVF9Yn5W2Le+kmq0Rn1oZGzMIVdEvhMZg8i2rJWf+9znJjvKHPpsDv/hKDuV2HdzAj/ZE6aetd/elk6tHj8nL83R/vmZqOyJXJmXWFfHSti9Kj1Xi+gBpH3UXUfW8dL5b4k8Uxsx/yFPsj/jO305Fce1pz/96c1DH/rQ1oG/v2fNzUHom7hi6B73uEeuWxz1ey7fTeS3SEHYo8KCPw5af/nLX245YX+ekuXH8i65UWAsj4huhHfRi3BgeZsO9hGma3xGR5EttwpRHjiBlrzQ6KwYwTCGzZUiJx7Tt+YImx65NqKrOCdMLtFEOIVHNBUU8hGBr8snGjllVycNU1lzQsqcghWTNvegIWhzurGvaETZzFUFRHcZO6UXMQ5GNhZTfZm+j1IUIwB3t/UXFPoKCmkiNzz+8Y8/Em4bhQ+Gdjb1tP+YkwgRK1Cocp9x6UkhBAGcUKbSEmN2rrG/jXyikQ9oR+7o48Qsym8SBhROiQ4Z4Pi9JG/yT30cL17CvUWMCkOMIic8pk6ZR7lHNu4ImjBibsilXQiKcwnkkbvJqT/CLk6GrBW1KcdpLgNYbfl4j3mR+RAlydjp0X7+9BGcIWsdpKbKG1kLeH8OdpFxkcpaYwAtaRfagDtkc23AfMC8wxy3STQRypaTE1L5l974lXCa+9nIvFJjBBgq57ve9a7mgx/84GgVWJ/YuCNL9BMOuDgSIcdOJRxdkZVKDPVzMs3NeWvvS3DmFOPU6eHEi7FIFK7TTjttToSTed14441tNEWcPFJC6cB8nIuCQZ24JhQn+yGFCnf14izK9aBDc0tEGVKzt8j1mTnmelhxvzGhzKeuIcFZ/NGPfnSoPXPlru3rkXWpVKE5VCGMWfQl+ny6krb7HHsZ9jTs14dk3G3OnaEGGXiIPR8HSnKnkmuVpjXliqy7m+53a8rFO8wrb3rTmyYP/SATo+wsiWBUW5703hLlIk/6RrpGdKiMpVdQ5uTXbfazCPPcHJbymGsOJr/cN3F8fOUrX7maq2eWmufUJ+Z76L71lTXrQ7clV0S+E13fcGom8tNUQo+PAwdySm3K9TPy5QpGnKA57JhLufzWNsetud/m5KWaPUeu/Tb9PVfmlH+t80y0fFzXwX526tq0lBf7PqKJRK7E20fddWQdL91XLZEn7cH+nEPJ2CbYd/f1gsxB7M0e8pCHjNqbcnNQrUyXy7d23xvt093n4MLeFTsd/0yOI8jh7G+H9rX972wSwS7lFdGN8Gwt8xo2+/6OjiJbbEEmHE4iEqYnpSmFdG3RSsI2o3TCE45T/pskJgOuFJmaDFCiEiIVozHX7zCh4DX5tKc9rdjAyySEsp6rTKbSLk4adsuTE1I2uQO2P0lff/31k1E2iB7DCT0myLGUU67wXnRjketPjAcUo29/+9sHlYcIbijcOT2XlKP0mX445q6gx6m7M844o4FrNJJIt5w33XRTc/HFF0+eQuJ5wmMRJqvmGzkua/+dsYfAi6NXLmEkY+OTTnXlvKRLoyrwfTalGPVo89rE9Uyve93rsnXiyqFNQqNhXGINmDJCc4KY+kTuhc4Jihg6OeG8CZs+07kE8mgEnzlO5+c4rUVoxPjMycqxq7n6bcH8Q+SCqEGtZHxE1oK5BO6IQiuVnb5Mnx4y4pfUb+jZb3/7260TK//MJZQiOPlGxmkur5yckN7fRKmVK8Ouf4/MK3M4irAWwZu5eCxNRTOIzlsoEFBmotTcRcrNeUusDXPWkzUS5QzXQE2dCk/fRNZn3dzEoTBafuZn1vG+EwvyDfupqYTCkAhrt9566+C1iTiKMq+wXxpzfI0oQ2qUtrk+M9c6SSQ4DMOMpaE0FdFn6PlcuWsVZpF1qVSh2S8/fYk9B31pSC5EecY8gjPAWH/Y1twZHR9DzzGG6ffJaXwsr7n6WK6s7D/pg5yCm0pz7Xdz5en+Tj/AmZFDC2NXq7K3Yj+CE1Gtg3xJmXh2qXKRLwecpk6Sc8jl1FNPDRc5dzJ9jtOL4cIEHszNYSmLOcdH7pvILhxamNIZjVUtMneWjq2l5jn1ifkOuk99hflkzfrQyNjYVK6gRSPfiY7ByNXQRIPGUQR5qzZhR/jsZz87+Tr2CuTsyLpnvx1GGW337ts5PUXNnqO2n0Tfy5W5mw+6tE1tYUPlYj7C2QCZZEyeS+9xuJUIcUSUjvTvfdRdR9bx0vlviTzZs3At7Cc/+cnRCBkcUKWsU7ag3BxUK9Pl8p1Lx8PhbA7Q0R+pL3qOXEqOI9iE2Wux78PZEP3HWEJnhoMUh8RrE7LcBRdckD1gVBKVqrYsB+U9HUW22JIohDBCdE+gnXzyye01DJEFIVpUJjdOJ336058OvTLH4o7iEgPX1JU36f5uJh2cZTa5x53FlhN5uTrCFeUCJw3nZBwCGzgpPIcHHWUZOt3YLSNKJQRDTrlOJe5CvuSSSyafqREwhzIkIgih2IiyUxOmqitYEZGH6CMY2YdCf0Xbi0UMB6ScoZC+y8lR7uQ8bCmi1BtiQl9H6TR1+o28EdNqkY0AACAASURBVMxyUV26+RPuDYXpJk47fJdQ9ygXplKp8NrPi1PsKICnUsmakBMUmXMxnm0iePXLOqdAHrmbnO8Tko++U2uUj3Ca697vTeYD+iGn29jcRu98RCmDA2Zp2MJcOT/1qU81l19+ee6xWTyzIw5UqSDMvfRpTt3PmViDuKucsuSiicCc+Z/1Zg65IqrM2ERxPyerJfJCLu5vSPrfmcNRhPmLaAZjazyyEm2L0+lYikTtS3fW7sqhNDLnzb02zN0vkBHZyxBeN5fgnRxR5xiTY99DRuSkP44e/Xkid2Uc+yQU4YRnHVMYRq5aIx/2klMn8Gv2dVyDA++xVKvQ6ueXGz+lRtxcX+dABpErSyNvRQwtm8iEU30pMYtExSQflGPMbWNpjrkzNwZzv9O36GNTiT6GrLe0g13E2YpyzrXfzbHp/o4MguxFGYdSitZI3yuNmllSjv6zS5Yrd8CJyG1cFRNNXL+LbmEowYwrl9k7riXl5rBUzrnmYPLLfbNmDUnljMydpWMrsvesmefUJ+ZHwT71lbXrQyNjYxO5IjoGS8LvE6Waw1TIvWNpE50+eUacNyP7s2757LfDrVU695JLTk+xyXqRn4HKnyi5zpzcTzjhhPZ6xrn3j+j0cAaP6PSQcxj70Uik+6i7jqzjpfPf3HkmZ0N01GP2KSKko0O5293uNtk5sXMxD42lWpkuN7fNpf/v6gU4iIOuvPRADg4jrCHs/bn5YEjHWsuhyzXSD3h+iSAN5TPUfryho8gW26l/P1mpwFNSVARlFvXISby5rtLoX6vTLy+LL0ZiPL5YMEuVgf38Ih7OvMNkjuJ/TmNptC1yglXtSbfu9/Eo5WTU1Cl0PL3PO++87BU/uVM4fLdGwOyWl005p9UZDyg4WYTpG/e5z32aJz3pSW2o7XTPGSGqMSB1FxWUPHhK0p4PfvCD2/fYoBB9ZNMrAKKOCpSXE5+wqDltE+0/a30up9QbKjcnwvBGzbURofTozwgVuYRzCAo/ouVsmti8EyllSpgnvNxv//ZvVzmlMBfjhEXfn2ujHREU53aAiAhiUSE/whxW9Jl0zUfNJm4XnGr7IwI1pw/w4M45LPANeOAAyDiYcy6KhJrl+3MI99HoJam+OH/Sx+ZKjE0cxYhgkAuRiCPiM5/5zOYRj3hEdi6Lli8nJ6R81qaIidYv8lzEcFdjBOh/GydlTraPtTNj6QUveMHk9SHR9Y++cvbZZ8+yPkUYdp/Zpzlvqm7IiIyP3JUV5IEcCG/W6SVSKgsySt/Rg7Ym8sOU83CKkDI1xzC3IStNpcipmZq5gjvoUWiOpTnmeuR9xh8y/lD6f+ydB5hV1dm23ynMUIc2CMYWFStqghVRiZ0YUT+NJQgqNmwx0Q+jxmhsiRqjsZsYu8beYkONqGgQsaFGMXZRwEIvw8AwzJz/ejb/4jsczj67nH1mzpm513XNNcrsvcq91l7lXc96l9aj+v60Pgwbgtp6HBZKu5AbOmG8MygPYbzYqT1KOJRr7ppE3xm2Pvye0yERjbO5QhJXPIbJZ5jxRvHku94Nk5f0Z2S7kchB6/psQXy23XZb74BRGNf7UdP3e77Q+VJ/qrbhd0hA7VffQpj5f1Afo+sLJa5Ocr6cL+egPszFn0Qf7OIKSjOfqySC+k6t3VUHQYeX0rmGWXvG7eewJ+ZuwaXSVkrBHhr0bagmwtpQctVaUDpR+pIwB8TUN2ujXRvucYLE+zqol+vUuebXum4tbN9Nu81eE3HmNUF2irjz7DhtJcw7Yed4Lq5CeKCfMWOGt37VXkZQ2Hjjjb3vJ+rVTWHsqMVkuw4zjkft/5KOUzYe7UPkuvp23XXX9UTtQfPwIC9JUfrh9DYU1LfFjTeznaYf5FMfL4+7um4nzuFc7eto/Z/NqUAS+Q2zFlb5ZF9QH9iSQvug779Y/45QpIVqRi7lZchJv65BbsRPOOGEyINCmCxrsqz0cql/0+PRpocGqDgfvotHHbU61lxXUrhFvjb+dPpOi7q4QZMAnewLch2rNHXyV0aGfO7y/eyzz0yGLhlowsYTNLFKQigiLyDuKh8/lmHSCTKuuLjTJ5haPMh9tEQaYQw4GnyfeOIJU2cuta/eV950UkgneN3k3911JuNRts1SpaW2qk4+6Y4+rFBB6cs9nNzVBd1J71cv2qCUlwl9O2IQN56431Dc95RvefSZPHlyqCikPpXyNsydi1HilipUQoi4nibSM690H3nkEZMnBb8gw5n67DDlyIxj7ty53iI418RTBmC5HQzbD7fURDG9LElOyLNdx+bHXqeBdXVWnE1Anc7MVa9JTFBDfQghH9KGjzYLwpykV5RqLzK4yntBWANKUFbk+UZ9U1BIgl0UoYjyk+Q1Exq/tEGhvszvKgTHQGON+nsZwpIcd4LmCS79YjPEBLWNKH8PY9SRkVCb8dqUjxPUx6sv8HNtrHi1eSERaK4QZqxw72vMkHghKM5c6emKPnna2nXXXU2bXGFCa4wNYfIV9RnN/7Sm0Fw/19jp4tVcQ0KDpD0sqQ5k8FFesnkDCXJlGqZ9qwxhDGRBYifFk9lXuFNRuU6qBfXDWreJbZwx2NVPkFFTol+tRaPMhYPaetx+M2ijJWx9ZWvzYa9ZDGPQf/XVV711VS5haeYGqtqD6jPsXDPqd5vteZ2svOOOOwI9SKr+NRcuZNA3LFFUrivIlH4Y/knkU3WnOYjmXblEIvo+ZKSN6h0nbh5bMl+yV0msL3tZZtDBEK31gozyek9rlBtvvDHreKH+T2J/XdlTTCGoD3N5TWK+7eIKSjOM3ciPYVDfGcdzUJi1Z1yhCPbE3F9DqbSVUrCHBn0b+cwr0msxKJ2ofYnmLPIqkmvTO59ruVV38urp521Pa27tG0Q5GEa7zf5dx7HjB9kp4s6zCzUOh11zufST9kCvvSnZ8fS9BB36kgc97VFpzA2zl5LOLIw9ophs12HG8TDr4HQGSceZebA/WxsN0941l9VGu/a+/EJmP6z+T+uzIDtXUN8WtX/3y58O6Wg/WXt2CopXBxOjHOZIj9vPk3gSV5fpm9M+dNAtBWGuCS5Uv1Rq8YYSihyrO4MSdvNdaqDyzW+2yau8IWiwDjphHyftMOrf9HjzdRmnuKKkmdQG74cffuipNYM6BTHu27evZ7CP6rJeg7AMcTrhrQ08bUprsyiMsTRoYpXPQtzVnzbsdYdarhB0V5kGJl27oQ486ER1+j1+Ov0jV1JanO87bF+rKK/Img3Vj06oy4WVPIQoPU2GZKzZb7/9TANESxosc7Fy99JNnDgx8NPTwkXua3XCPIwBKz1CTSC0+aM2LB5ql26iGJhwETygyYMG5CB3eqpneYPQJlfYCXDY0z3yQKPTt2HjDcKmzSBdoeV3LYETuGkxHDWoPT3++OO+CwZtcOmkRFgRmtJvqYlielnDuDmPMsnX3YUy2Af14cqD+l4JqsLe36l3JPCT8UGnsMNO1KPWbSGe12bBP//5T9Mp7zBB/afEdhrj5EUrn6A+UGNX0CaK0khiMaLxVd9G2OA8UGlDSQvguEGbvlrI69RH0LinDQaNVdrASlIkorwHzRNc+TSHkVAtCWFcXGaFei+MUUftWldIiEOc8N1333mGzmwbUVHd+efa1ErPm+LV/EabexJzRRmrNKfW5v3YsWO9zS99a/I4oXuUg+JpjbEhTp2EeUfzI3nM03cSJBYRF7UP9Q1R5/rZ8qI6kDBD/ZPGPj8jdtDpIrUXtb0gT2mDBg2ygw46yBeL5iZ333134CGA9L5CbUdjrL4xGdr9RDRBQhFlSlehaL4bJ4ilBA2aC2UznKov1xwoyJVvZtpBbT2MQS9beWbNmuVdU5Wtv3DPR/F0kJ6G5j0SPwXdWR50b7rm4foucp3CVbo6rSgRnMYxtUW9o3VhS645JJYWz6C8Rpk/xmmHekftT99ELg9/eq4lhCJufSyXzH7rKedJRPPflhKJtHS+9C3IBiGbQmZQmSUUCdOna02tU4vZvi3N39S/Jj2Hi9sO3Xu5rspJj1vzfHnI1RVl+YagfjMf+1TSm9Qqa5jrCdXX65Rv0CZLNnbYE/1bVKm0laKxh+67r69Ns5DzivQaTPobdKJBHajyWy/rEIfWaFEPU2ms0XiseZFfkN1Nh4WSFBEXSx9X7O02zHwp7jw733HM733Z0HQ4L9cmfea7suPLpqx1WNy9ObVl7afoJ9Mjera86gCMDnlp/RO0rvcraynZrpO2IYtJknGq/iRol7A9Vwiyxyke56k41zovfU4n26vE4jokKA/suWw9QWNyErZZlV82F11tmm5D1x6u5qHqP6MGv3zrEJTW/1H698y0xU1r26Cg7y2u56uguNvS36dNn27PjB27ir3pggsusLLzzz8/lV5QhCL5VbtUWFq0ZnY6cZXvYXMT9vSO4tPgtP3223sGwHw27MO65NbGsTrBuIOiY6DJqgwLYU4+Ky1tsAwZMsR23HHHwM5IEyMZp5999lnP7bU7bSyDhQxuuVxMu/wFbQDpFOKJJ55otbW1Yat1teeC0nD1qw2GvfbaazXmGsx01YGMVGqrKp8mN35BV72o/DJYq11rgM512kcMZQRR20jfDFb7V3tTevm2g9jwfF6UYV1G3FzX+bhXZXDS5r48zYhN0ORSDDSY6ZofsXMLLrUncW0pI2C+zMIs7JSG2ra8iUTZ0NWGhgQb2dyTuXwnIW7LZKBvXiIVXRHjZ7DVYkgTpCj1pPak8vh5eFIbkieRKAII5T1ooqhNAZ3AD3sKPUybCDoRrDhkjNVGXZigflV310tMGSZo8iuB2T777ONtwPqFKIs19T9SGGtc0BiRlFeOMOXJ9UwcsYgWLxI0qC+K26+qr5aCXO02KGjzXmOYPKTFCVoYyUA0ZcqUSK+rn5UxSptKEutFmbdo4aMxTxvATriYK3FtqEmAo822pDcY1E411qjfCQrqQ3WFXK52HxRHsf49jFBE7Xn//ff3Fs9Rg9qZNvt1/Ue2TWr1kfKWoLoOE7TwV1za+A664lH5Vp+iflHzsDBjh4zJaqO6okNslGe1PRlKNU4EhdYYG4LylM/fxVv9kkR/ubwWKg3xVr/k5vph73vOzJ/mwzpZJG9Urg78yiB3rKobvz43yGjv4s3lLUnzURmUxUFtQW3CT2CpMrtreCRIdu0+l2vwMEIRiTg0n4sjRlT+ZYDLJtpUeWS8UV8eNIfOrIMg71cS8WiTOeq4LlGPxD25PHNqvNXGSCYPjTESeO2yyy6m9DNDGNZ6x2++6QRMEpNqHSHjmvohvw0c9WtaX6j+5BlHY5/eCbouKZ9vNvNd5U1rRqWdK8jDqU6sFTKEOR2t9MNc/ZNPPvUtP/bYY56XTb9vWd+G7q5Xfxb1QELcvLVWvtQ3qI/IXHurX9XBAM33cs1r9Q1ojMjmjS+OGD8uvyjvRZkDKt6kxEtB4pSgA0a5yhg03sXxKKL+QyLJXJvJWr+pP84UG2o9r/5Yc3gd8srWhrAn+tdoqbSVYreHinAh5xXpNRh0ujrON+jsxbK5+3l79rM15+ov9E3L7uZOrWc+G7fvpt1mpx7Vjq96kU0o1xWgqiPZJ+KsDaKMl2Gf1SEx2Vb82pRfPM7GKMFIFLu15h6a1+tQrOaXQR5qNQbJO47sdWIW116ncpSS7TppG7LKn2ScYWxRSlM2R62xs9ljNN/Q2kztQXWj9bji9QuyDekwkew98nqrZ7UW1vrDz7bZUjaebOOV1ugSK+vgSZQ1ib4RrT8zD0Cq7UvAvcMOO4T9vLM+p3017dnmCrK/aY4osQshN4HQQhGpRwjxCGhSpQmVGm+mAUcbK1JP5SMS8MuVOiZ5mZDyN8jllYtDg6MMneqc4g5YQffMKi2JI2RojHsqNLPMMixo8RjmDnO9K+OYOjadvpY4RiIH1xGrvrQ5ppPU2riUAU4dtlMDaoNGhlZNsoI2pjQ5kceFXJvd6mwllpB6NW4IszBS3DphoU5YxhZ1lMqfxERqm07EoSt69txzT2/j1m+jXOVWW1G70jP6rUFOA2ZmuxFHDZba8MxUVMoQKINgMQaVSWzENshjhvLvNoLUtjXxE490F3JqQ2L89ttve0ZSxalJpPs2ZbzQIJmPorg1OMoYJ6Oc30ZZHG8irhyTJk3yDKh+/ZfcnmljL+4mkB8vN9lX2tnqXu1fQjcZbcP0k4pPm4naqMmmKnYn2SXiilqWoLsPVUYJILQQCZPXMG0ojJvzqBsz6mf1rYXtw2U4lxFTfbhOmeiUofp0lVHfmkQH8nakzdagxZors9jrx21SOQ8SYTxHheEW9xlN0tVHi3vQ6WPXF4mF+hQZbCRii1L32oRV/y9DfZi5Qz4ncjTe6jo3lS+MR5lMhiqXxjW1BfUHEhBp8u/agntebUJjkAxnunZEpy/0b0FeRPS+XIJKxKX5WtCYH7WOJVJR2SXSDFP+JFwzRs1jSz0fdnGu9nbkkUeGOlns8q4+WCc75NEsG2f1H1rwRvHmpLg1h9K3EvaKKPUpmjupf5SwQP2X6/OVR3kukKFAwgS5q1X8ro2qncu7gPq7MGKl1hgbCt1W1B9pfv7MM8948/Og/klzfc2ptMmqeVnYkyriLq8Xai9aXwR9m+oXNJ/N5RI7aOPMsVOfpj5MngO0zlCQ0VH9v/ouJ+LW3yVgyHX9n9qa2orKozJo3q+1Vz4eRTQ+ar2iOUWU/lBem7QRkM0Ns/Ioo6y8lUSdA6nf0MbyF1984dv81AZOOeWUyNe8arzV953r2jrx0KEHtTHxdvNHCYxUb0pbAo3M9W5YoYjiVzsQb21+Kk8av+R1wYnInNBYc0y/9aZbo6jONK9VPmV7kMgz6p3o+XznsodI2JMr5HvFmF/c6i/Ux6rv0Letthg0p9KVYVrbRtkwCMNH/Yq8lCovucSqmtvIRqD5Tdj+K0z6fs+0dr5yrb01/5HNLJeBVzYHZ2hPL2NcMX4+LMO8q/YnTxYSAIaxNSjOJIQiYQTaYqa5ljyhRQ2qBwnA/b6vuKJf9Xsa//2C4tUcSQd3tPmm9DU2SCQij3Lqo7X54ncVYHu3J2bjWkptpZjtoY5tIecVLo0wHr71ragviWrjUD+lA5pat2abg6uf1pwnjPcn5Vf2H83h/AS5Ws/rm5VNI4otg3abjB1fdaS+U1cQ+F2Lp2e0RpUgWzaT1g6yY2lMDXPYM1teNfZprJBNQPsUOkiidp2+PlH70txNtn2N4RI7yV6n9VbQ2lTxaM0jO0CUjfZcXEvFdl0IG3KScYa1RakuJEzV2s8dPld7UFvQPEXrP9lvJKiQbUCiNb+9Etfe9LwTlGiNr7j9QkvZeGRD15WQmWtLrSW1VouyPvKbn2us0Nw+H5GZvjnZGILscUHeX1u77yq29ENdPYNQJFq1aRIoA4SMevoo/JSFMgCpk9HmhjqRbBscUVKWIVADljbJNGDJzWsuBVu2uDVgaWCUYUo/ElGEOf2YHpcMojo97+diWZvo2niJYmTMxUGdgzYEtWEdZVKgjlmGl/R8KC53Sk880wd7GenUIaqecuVd78iQp41KGXGDjMxqA9rM1YQhTicpg6SUhWGCJieazGmyrXxqUNIgoDbrJuOaEMk4mssAnZ6Wn5E8yICb9LUhYcof5ZmgSVe2uMQ1c8NZz4m1GIt1+uaknpf7KwkP8lUURylbUs/K6CqVud8JXynMtTER1Q2l8qdvSANUttOnSalP/TiojqRG13eQLX19QxKZ6XRbLhe3qm9tUOpbyiZY0BigiaC+hSiucrVZpo0siWmCjIuKV32LTrbGuf9S/Zcmv1ooSuSkSViuxaKYqm/VZEwLLG1CSICmRZffiV59H2pDMizmuv82s76Ujr439UHOgOD6tTCLtaDvQN+l6qa1g/pSjekSHAVdXeDyKjaqey1utcmgq+70HaaLKFzd6lubOnWq59VC/NWmgjZQXDradNQ3nmuekL5RqTTVltSO1J70fYUV8/jVg+pe5dVPeltwz7txXd+10g9TNnGSeEtGZ23WRDFQ5WovSlubphLyqvyqz6A5gotPedD3pDmDNq7Uv4q//k1CFtVBUvOqlm7zYRfnYqANTp2+0FwlqF40J9Z3o/adjbPikuBQfVRQXNmYqC+WqFDGgbBBdeTmnulpqm1ka6OqX4m4tbkRJBJpybEhbHmTfE7fstqK1lYaW4PGPycm09ijNY2MNjJu6JvOFOnIEKJ4dbpfY17mGsCvHBpXteGea56jdeBf//rXwGs3lIbmBeq7XV27uaNrv1ovqj2obYe5/s/lW+WXMcZvrhFWvKC2q7Fdm3FB8xblWRsKcsOsvj7TgKqy6lpCjbNBG+HioHrRxoLGKQlLNU/Tf+fy6uMMWtrwFAN982G9i6g9yPiUS1SofOvHfcsqs5t/6NvVdWGZHrcy733O9Y0o/+Ls+naV1a0l0oXGWvs/8MADgR6OXFpae2hNG9WDSz7fs74trRlyfbdxhT2Z+RInN2/Vty07gepGP+lC/SD2aisac7X2l31Ev/WjNVtUduqf9S1o/uP6GL+1pDbG5EFLPIL6/XzqRO8WU75Ub5ofadzOXC/r+5WoM5tXNa0h9K1muprPR4yfL9ds76t86rMkEtI3q/4synpFY5fGGhnXZaPTf4ed/ykdjUVaO0oAFzT3VtwSBqrvVDvM1d+rXFobqm/Tqeogz18Sz2kDWLa1sHMv2fi0aZFrHeQ2XVycakMqt8YP9dPyCOonFGnv9sT09lqKbaVY7aGZ/UDS8wp3GEJ9n8Y8zYv0rQR5U9B4pj0IraW0BtI4F2ZM0/itQx4SfmbOjfTdaU78s5/9LNBDnGwPEvYpr9nW5err1N/rew27tqXdHu7VZz52/PS5tg7YyIapdpVLAOHW5lqfyC6hebbak+wSYdpU1LHW5dHZ3GWP1gFPHchUXqPYsfzSVr4Vv8YUlS9znBIP58lP30GQQETvqy3LI7LGv6jC+CBGxWi7LoQNuRBxOrZqV5pHhr32O339l2l/1pzJXdEiMVyug+PpdSv7o0RXmt9lhpa28ahMEmBm46E+WWUM8uysOGTvlK0s8+pRlXXEiBHewamw88Bs30EYr0d6T3shsl3kk1bQd9iW/o5QJKHalAFMJ0O1QNJCyRl7wxga0ze79NFpYqTNwzDeFvTBacNQk0J1Hm7ACpNuroFR+XCbLuoE0k+3BSFTHqTkzCY0UIcgV7dJK07VCUkYI8Ve0L1iQfnP/Ls7oaBNQxknsk14NLDIAKYJik4vOFVpmBPLSs8NNK7+xUkGbZ2wCzKehnG5FVRmd1pVbU55UDvWoBZmU1IGMw1omhCmB11No/uo/a4vUJoyhMnLSbpHgKC8tuTfgyZd+eRF5VebktuypBTF+eQnzrv67rRZI8NntiDFtDYA4gzI6kfkESnbaU5tkMp1WNKn/NLLoPRlWNZ1BVooZQZN8LUY1kayvhunNnenFrVxKJWzvoNs/YDqX6dEdQVT0GaLE5+pf1H/pn5fBr6wG8zKq9uY1KJN6cngKoGanzhN375Ofko8IBbpm5hh2opbYOm3ftQGtCEkTyzZgjspqzoP61kkKB8qt/pQ8VddRA3ajJMgqBiCyqC+VNdRyMAcRuygfDvxmsZzVw+uPE5Aobjc3CFsvIpLE3steIM22WVQ0ulZJ1BUGmq7YRbWLc1enGTokEhEm3xJLeT13co4r3mCvt1M0WCUcoqj+66cMEa/9S3rJFccYV6U9AvxbFihiGvTGjO1OaLTcJorpW9iKC7Ni3RqXPMxd4I+M9/OW4yMpXENWfqGNOfXKVf1z0GGoqjsZPCTJxE/jzatMTZELUMhno/TH2aKyTJFOuoD1S/lEh1klkXtUJu5mgPkakPq87QuUhvJJ2jOrHFJc49cc6TMNFRWiatyeS8MKxRR3GKp/kZGT32DMgy7TQblS5uR2gTV/M1thGabQ8nApDwFzYFkBNIJKn3XYpk+ZoX55tLXtG5uokML6udzBfXT8lgp7x1Rgxjp25VQN7NthPE4GZSe6lRlkNFL7VD9nlxtZ5uvZmOvsULtqSWDyq2DJLk8wOQykkbJq+aSatPqK9Qmo3zX2b4ftSHVo/utdq9DL0FB6WoercMj2jx3wlm/9/Rty+ai+VWmd7SgtKL8vVjzpTKoH5bYQPPG9DmpM0zruxV/zc+0QSRhiQRpmWI0fYPy+KN1R1AfE4Vd1GfFWmtCef3R5qgTLMW11bl2mD7/U3+gsUHC8PSgfkHXj8lO6NILu3506wdx1n9rrNOaNz1onqW60nfm+mV3ACkXJ5VBIiy3ASwBp64fyzXnFkeVRXbPqMEJhjTm5BJetWd7Yqm3lWK1h2a21STnFW597Q6kRVnL65tInxfrm9RcTt9h0CFRlUGbfxL0ZR6ocgJt2QY0v9M6Jn1+KKGc1sMan7N5nBavsIcz9SztdoVHD80387Hja76hMUpzFedN3e1nhZlnu/HCjU/6fx0ak8fFpMdftTkJ5fVb6UQZe6KOHUk8L7u1bP6a12nci2tzCMpLsdiuC2FD1rXDsqkX2i4d5C09qA70d9kP1Y+q71NdS2ihA+1h9gXTPaYXg41H8zt5kcoWXF+vdYsOJGp+KJGY5nWab8pTlOzvqjN3C4GLJ7PPCsPV75mgPUe9p7mlhDv6BgnhCCAUCccp8CkZ/50XjTCDaa4I9dFpISO38UFBC08pvdxGXtDzcf6uDk4bvlpshw3a6Mt20k0bMEELwbBpZD4n7jqhow5JKuewm6i50nMDu4xpGtj9Nrx1WlWn4ZW+6iKfNuBUq+rQpLILcvup9NSB+90ZGcRTnbuuPUk/raoJlzhKBJCrLLncuUrRe9NNN+UUm2Q7Wavyp5+M1mLEzzOO0tez2iSSOlcDshSYSU5IxVciJC2GNNDlU7eqC7fBqm+qEIrioPpO+u9+37q+HQmIAvD4swAAIABJREFU9Dtu8Ivb76qjuOn4vef6FHmH0gZ95inITCOa6x/0nt+pxXRFuRbCYU4Kqv1pfNHvfDfXXf+ib0+b/BKLZAthTm5F5R1097wT2ag/04ZaWNFCtnyIrRbN6g9kSNFJI7+gvl2TendaVBvtMnCo7QYJ9aIyyOd58dEmgybeEmfJy0g+jKLmRW1Hfa02vmSkFzP1tUEL3iB30VHzkfTzrlwSbUm4J9GX87yVRFqqM202agMvn82qoLwktcEWlE4h/p7r1IJLT3MitT8J+PS82p0TWrt+Tc+6Uz6aO2TjrffkKlRz2qQ8eWlsCOvlIgw/Cca1BlCfqTmO39yzNcaGMPlviWcy+0Nt5ocxwiSRN+dVTEJE9RdhxnHNiTWOS0QRNajNygOE5o3pbVb1L1G34s4VfvjDH3rXCGQKutPfCePlQgYgGQDdXCibVy/F6cSAfhuhGlu17lC+wojxogjJwrKVQUsn2oOCNvfVf0fxdqa+2AmB/cqn9UTY6y0z86g4daBEp6PSheaat6mNafM8V1DZtancGvOboGsl1ddp7ZvrKqegOtPfw15DECaubM9ovqB85gpqOxI4SeTrNx659/VNSEytE96q0zB9Sty8F2u+0sujeZPaiubu6fYcZ5h2p3w1Djjxbfr7sm1IRCUbSmu08/S8qP9SHyKBVCHngNnclWu9IC8+QZ4gw7QleQlQG00PuTYRwsTpntFYoINkQd6e9C3pxG/Y07mKX/2l5nvqL8PYh9qrPbHU20qx2kOzfQdJzSvkUTqXfSPKN6hntcY6+eSTs3ptyoxLvCUE9jvAonmr+l7XV7v3M73kpcfrDvi4g0xB9gW9S7tNxo6vMfeuu+7ybBX52rpdnSblIS6z7UkgcuONN3p20WINasval9CBMx1MKfS8znEoBtt1IWzImstpvzXMIeawbSKbXVrfgQ52hPUqkpmWDlBLRJ5+A4HmsNpTk6A5V1Ab0Vpd7UahGGw8srlpHSNvyH79Qvp+iOuznXgx28G4bHuPYess23NaT8sWkssGJDGyvKoGzTHzyUdbexehSEI1mu3+6cwN78yk9AGps8u20aMNvDDCjCgnwPIpqoQre+65Z+gosp100+JMSi7X+YWOLOKD6pDcPbtSBQa53suMXh2cNhnFX6fuwwzsUlXrJFeSBgBNMNSh+bnITM+3jLbajJMKOKyhXBsR2izRBEaG50y3fuIo8YnizRanOMlgoM2MbIZQGSrlUUQDTNSQuSmSa8LqTlcr/+7UoHOXuuWWWyZiIFL6MvRokNSCSAb1qBu0YqRJjoy7Oh0cZoM1KrfWeN7vhKAWeTKU+21whcmrJlYSYGlD3AVxbOmTkMqHjGyaNEpAlek6LUxZtFDWyXcZqiRCiFL/YURXYfKQ+UwujxnZxrQ4aaS/o75GaQYFtSktMnRyTMaUKAtWiT102lDjjHN5mWlI0QRVmxCqD218udNy7qRo+mmIoLy2xt/V94iR2qS+DYlq1M+G7fvD5lnfrsYGTa61eSFDrow+ztVn2G9b47A2bVo7pM/J1E50ckpCInftX9RyhS2P6kv9mIQEhQwS7pxyyikF9bRUyPwHbexpQ14bCZo3qx+OKgxQH6wxWPMWiTTDbBhEKa++v/TTzVGNGU6wpDFCQiz1X0Gb6K0xNkRh0hLPuv5QQm0ZC+RxSeNHEmLx9PzLuKA+UJvsGl/0/+lXjgSVVfnUuCqX0DpVHiZoLJKBUWswed7LbLMaG9UGZMTxE4uEvV4pzJivdZG8AGoupFPdUedCGns1B9bcXGuQsO7ECyEUCbPRrzpy3s78vMul16MTguvkoPqYXJv9Wi/K60q2E7l+bcP1YfLUpzEscwNceZWRX1fQZLs2UfFqPNcJT9VFawQJpWR80gkwv6B2JjtIPiFoPMknbr0bpv3II4a8TfnNYWVf0NxK4lvVp/qUQgpEXJmLNV+ZdaI+XNcpiKE8YoRZC2jM1FpDa1C18bB9TL7tIdf7hei/sqWXbU2ntYEO7fj1B2HLLY5HHHGE117TQ1Ib1WGFImoDEouoTWisD7IPab0tW4Tm+lEFQ+3NntgW2kox2kOzfWNJzSuS+v5cHtVnah2Z7XqvbOVwgm1taGpdprlhVLu74tV8UIfANL/UWjbKt0q7TcaOX4hxSvbuk046KadIPewYlP6cvnMdSE7KA3GcPLh3NOfQXE7zN9mV5EVFv7UXke7ROZ804rzbmrbrMOvJqGXS3ENiW7/Dw1Hj0/N+dmnNMcaOHRs4x0hPU32n7EuyL2e7ckk2CnnqlqfNbPMWtRXNVbQecPPWYrDxaKwSc/XxErrIlhl07a9fXQTtPcapQ72j+aD2K/2C7GtBXlXjpt2W30MoklDtyuCT6VJHUaefcsxMSp2E3wJHxsAwkyQZpuN+rFGKHjY/6XFqU12DuDvZpI7z0EMPDVWuKHnzm7g6TxTaaJTnFQ0u2lhTR50e1JlrcJcRVp5D3P3lTgUdJi+FqAe1HU08who5VF6deJP3A20eyhiXbihXOXWaUOIXDbbaHHOGbr8yKk6pNyUYkdcUDRQyYmkSJFeuMpb7bbaobWujV+KVlg5Oxa5NThlstekSdlMzV17dYKkNIJ1mEWe1c/1/Omulr8FQvNWetDnlxAFqV2EU8i3NLJ/0tGHwz3/+c2UUWuTJm4gEV/kGTUp0r50LrakIdV5CNIGU0VIGefUv+i7SJ65+9a+6jyIQcWV2d3GGMZJG4a3v328j0m9MixJ/5rNKK6yS131r2ojShrCu7pDBOF1c6Tb+1d70jcntnRZmmcZ2GVL0o/5Kwja3gaP8lPK3qPbg3ILqtwzB2iDVjyb02oxUPWrMy9Z20oUTYqaNCrHU2KD+Sv2nc0vrfsep/0KMj3HykT4nS3fdrf9OYnzIlSfN05IW8mSm5+qzVNt00MaeM2CqXcoQ6YQB2mzVYlr/n85YbVbjsOZ2mgM44W+hx2A395TxUiJiiRf0bWZ+h/rm9KNvTX2TRMEyzjoxVpg23hpjQ5h8tcYz6f2h+j3N9zU+y2ClTWmNH45Xtm8xvT9Uu5GBU3MY9YuqIzcf17gRdzNX6WsM0/xBc3XNr9PbhfOSp3S1HpGYUe09l6tixekESrryU32//k19uU5LSRCubyeoXwhj2HPeLsVP36DGGG3W5VpfqU2nj8+aAwUJoLKtl/2ukIrb1sQ67LWPaltKX+sgeTkQK7eWVFkkxtG6SiKisJ62lG+1U9Wd1hLiqDaavkZV3GqLMjrLHbH6Cf1/rj7MnfKV1zH1jW6DWCc71RbUJpLypBSHfZi1odq9TtVFbSfp+Sn0mBum/WidqFNuyovrX9RW9D3I/bHqxG0kBH2fcVj7vVOs+cqWXycEVB+utYDWXep3xNStu8VOc38Z/SVC09o7iogvSbbZ4nL9R5KHibKlk21Nl+QcIdvBKc134mwMZ+Zftq6wVy2lexOTjUDtWf2o/l3fpb4rfV/aeHZrwrjfl/NYozV+W7cntpW2Umz2UL/+JYl5RVLfn8ujvpNcXgxzlUX9gPLj1j6aL8kWnbk2cxvrmltrTuPGQjc3jLoep91W+Q5hUez4hRin4ranoDG5EHkNStPv7+l7fe7Qqjt4FjfOJN9rDdt1IWzIGtvz9dof1i7t5hiyLUnYIRu05hjOdpBuf9ZaXesz9WdB61vNIxSX9sbcgRb1h4pD+2qyV6Wve5Ls29LLnsv+79f2nCcoMZAdQ/tfWgtrT0RzI7WzdBu92wvRHExCYK17ZFcJ2nuM2vaVrjwh5boiVh4bR48eXbIH6aIySep5hCJJkSSe1Qhkdm5hjCqFwOjua3RXNmRumLkJaeb95YXIS6HjdAtad1dsenpuIpNezjD5cUaadMO6JkAaDINELDJ6SiwUx9V2mLwFPaMya0CScVReBoLyGxSf+7s4q125++z9NmGVflTeYfNQTM+JQ7pQIskNy8y4VYdBd6cWmo3bkHJ3n7f3+i8kb7FVG3B9Wrb+27m807eWzRjojBf6exyhTiHLl2Tc7o5WdxWd83oUdOJOeXCemZyAQr/jGlaTLBNxtR8CYYUi7qRb2H5YY0Y+m/txa8Bdv+E393TfnfOElumeOW66vLeCgJunuf7QbdKF7Q8L6WHKCfyyGb3UF8dpEzIIa6x0/b4bF8NumIYViqR7lwxq427d4b6/Uh9TVF/uCpH0dqRy5eORSvXm6i7bHMf1YfodZhPFrQXTr/7Re0FGzJbqO2R81XUYfl4Oori/b6k8x0nHCXXdu26e5daFrfU9FGu+cjFWX6N+028t4HfNQZx6453SIJC+cZHZH7tr0ZL8xtqTPbE0WoB/LovNHpqLZ6HmFa1Vh25e6ObefjYyfZutPRa2FiO/dEup3RYbO/KTm0BYm0l72bsI01785hjOfuNYRTl4qDls5lWUpWafDmtfcWset4ZNcj7m6k/CcQkacnnNk5dKHRwPs34O0y7ayzMIRdpLTVNOCLQCgTBukFsiWzKOSigil+4MEi1BnDQgAAEIQAAC4QlEFYqEj5knIQCBIAJxhCJBcfJ3CGQjoLWhPE7KVX22IKOprpiUZxECBCAAAQhAAAIQgAAEIAABCEDAEZAnVV236ncISAcPjj32WM/jCyEaAYQi0XjxNAQgEJGAc4P8/PPPe66V3WnHiNHk/bi8UBx22GGeezACBCAAAQhAAALFQwChSPHUBTlpfwQQirS/Om/NEgd5nBw8eLAdcMABiPtbs5JIGwIQgAAEIAABCEAAAhCAQBERkNdM2Q4//PDDrLnS4fChQ4farrvuipfsGPWGUCQGNF6BAASiEXB3vemO4ddff93ef/997x6zlg4bbLCBjRo1yruOhgABCEAAAhCAQHEQQChSHPVALtonAYQi7bPeW6vUOjQwceJEz7NItpNgutf6+OOPN90tTYAABCAAAQhAAAIQgAAEIAABCOga05tvvtkWLVqUFcbaa6/t7fvV1NQAKwYBhCIxoPEKBCAQj4C7e1F3s82ePdvkZeSzzz6LF1mMt3SHnAaMjTbaKMbbvAIBCEAAAhCAQCEIIBQpBFXihEA4AghFwnHiqeQI1NXV2V133WVTp05dLVKdBNtzzz29a0MJEIAABCAAAQhAAAIQgAAEINC+CWhPUfuIL7zwQtbDBtrzO/zww23zzTfHM2XMpoJQJCY4XoMABKIT0AmyadOm2RtvvGGffPKJ51Vk+fLl0SPK4w25oNpjjz3yiIFXIQABCEAAAhBIkkCQUETXx+mE+VprrZVkssQFAQiYWRihyLbbbmuHHnoovCCQCAEZ+j799FPPdfCSJUtWi7O2ttbr83XHNAECEIAABCAAAQhAAAIQgAAE2i+BefPmed5EdPA8W9hxxx1t2LBhJsEIIR4BhCLxuPEWBCAQgUBDQ4MnDnnrrbds4cKFpv93ApEuXbrYgAEDPC8fMgpqM6iioiJ07EuXLjV5KPn2229typQpngAll/hk4MCBNnz48NDx8yAEIAABCEAAAoUl8PDDD3vzBL+gK+OOO+44W3fddQubEWKHQDskoDm0jAK5roX80Y9+ZCNGjGiHdChyoQg0NTV5p8Jeeuml1U6FlZeXe15F9EOAAAQgAAEIQAACEIAABCAAgfZJQIcMxo0b53kT0SH0zLDeeut5tooePXq0T0AJlRqhSEIgiQYCEFidgDpvbfy88sor3v1hEnS4u6grKys9l8Jbb721VVdXm/5fAhG5G44SFJ9+lFZjY6PJlfHTTz9t//3vf7O6osLQHYUuz0IAAhCAAAQKT+Bf//qXt/DzCwhFCl8HpNB+CcyfP99uuOEGW7BggS8E5s/tt30UsuTyJnLvvffaxx9/vFoyvXv39gSC+k2AAAQgAAEIQAACEIAABCAAgfZH4Pvvv7fbbrvN5FUkM3Tq1MlGjhxp/fv3j7yn2P5I5i4xQhFaBAQgUBACEm9MmDDB2/iR1w8nEFFiEoXst99+ts0221hVVVWi6SsdnYj85z//af/5z39Wi3v77be3gw8+ONE0iQwCEIAABCAAgfgENFeQWMQvIBSJz5Y3IRBEQAIRCUUkGPELCEWCKPL3uAS++eYbu/POO1cz/OnwwODBgz0XwlG8TcbNB+9BAAIQgAAEIAABCEAAAhCAQPEQkBdK7fHpIHr63qJyqP3F/fff37bbbjvWiwlUGUKRBCASBQQgsDoB3Xd+xx13eB4+MsP6669vo0aNMqn+ChWUvtSG9fX1qyRx0EEH2aBBgwqVLPFCAAIQgAAEIBCRAEKRiMB4HAIJEkAokiBMoopMQF4hdXXofffdZ/Iwkh60VjziiCO8E2IECEAAAhCAAAQgAAEIQAACEGg/BHRjgNaJOoSeHnSoYMiQId5tBUkfQm8/dFctKUKR9lrzlBsCBSbwxBNP2Kuvvpr1+pfddtvNfvrTnxbUJZTcUd14442ruNHu1q2bjR492vr27Vvg0hM9BCAAAQhAAAJhCXD1TFhSPAeB5Alw9UzyTIkxGgGdFHvzzTdN68fly5ev8vI666xjRx11lNXU1ESLlKchAAEIQAACEIAABCAAAQhAoCQJyE4hz5MzZsxYJf9OJLLHHnuYvA8TkiGAUCQZjsQCAQhkENB90++++25WLj/5yU9s3333LSizyZMn24MPPmg6peaC3BfryhvcFxcUPZFDAAIQgAAEIhHQCYF33nnH9x2unomEk4chEInAtGnT7JZbblnNm0N6JFw9EwkpD8cgsGzZMk8s8vTTT68iFikvL/e8QbKGiwGVVyAAAQhAAAIQgAAEIAABCJQYAR0kePLJJ23SpEmr7O1JJLLNNtt415N27ty5xEpV3NlFKFLc9UPuIFCyBF566SV75plnsuZfHj2OOeYY69mzZ+Ll031lH3/8sT366KOr3LVeW1vrpanfBAhAAAIQgAAEioPAokWL7Oabb7bvvvvON0MIRYqjrshF2yQgD4Dy5JB55296aRGKtM26L7ZSSSwyfvx47yfds4jcCQ8dOtR23nnngnqkLDYe5AcCEIAABCAAAQhAAAIQgEB7IiC7xIQJE+y5554zrQ9dcCIRHT7v0qVLe0LSImVFKNIimEkEAu2PwKxZs+y2226zOXPmrFZ4nQzbdNNN7bDDDjPdPZ1UqK+v9wyLb731li1evHilwVuDxy9+8QvbeOONMS4mBZt4IAABCEAAAnkQkMev6dOne4u/zz//fJVTApnRakG49957m66u0xyCAAEI5E9A8+bXX3/d/v3vf1tdXV3OCPv06WNHH300guv8sRNDAIGGhgZ7+eWXVxOLaD138MEH24ABA2AIAQhAAAIQgAAEIAABCEAAAm2QgOyEd9111yoHwBGJFL6iEYoUnjEpQKBdEtAG0CeffGJyJ79kyZLVGOj6l969e3ubPjL4xb1TTOnMnDnTXnvtNfvoo488gUi62lBpyKj4wx/+kCtn2mVLpNAQgAAEIFAsBHQyYPbs2Z6g88MPP/Q2p5cuXWpyKxkUqqurrUePHt54vsEGG9g666zjeSbjOrkgcvwdAv9HQHNkzc/feOMN+/bbb73vT/+Wy5uI3pZAq2vXrrbmmmva+uuv7/3ov+PO36kTCOQiILGI1nb/+te/VvEsUlNTYwceeCBiEZoPBCAAAQhAAAIQgAAEIACBNkZgxowZ3l6iDqA7G4VEIrqKVIfH8CRSuApHKFI4tsQMgXZPQBs/U6dOtYcffjirZxF19DIwa/NHgo711lvP2/zp16+fycVwpvHZGbO///57z0W94v7mm29MxkT9NDY2rmReWVlpW265pe21115sJLX7lggACEAAAhBobQIatx955BGbO3fuyjE7aHM6M8+aN2h8dz/du3e3I444oiBX2bU2L9KHQJIENCfXtZASiEgYonlzGIFWZh4kzHLfn/578ODBtvvuuyeZVeKCgEdAbfTdd9+1p556yvtvBY0BvXr1shEjRtjaa68NKQhAAAIQgAAEIAABCEDAzJo+nG2p5pRVbtGnRXg0fTrPUkuXW+WWLZNeixSKRFqVwPz58+3uu+/2PA87W6FsD7vuuqvtsssuid5K0KoFLdLEEYoUacWQLQi0FQIyQi9cuNAmTpxokyZNWmnoyyyfTiqmG55lCNRPetAgoR95EVG8urtav9M3mnSVzRZbbOENINpAktgkM562wpZyQAACEIAABEqFwJQpU7xFn8bwpILG/OOOO87zLkKAAAT8CWij/Y477vCueUoyDBw40IYPH55klMQFgZUEdAjg008/tUcffdRbTypoXVdbW+u1O8QiNBYIQAACEIAABCAAgfZKIDVvqS0+7xVbett/VsyTO1Var89OtLKeHQuKJFXXaHP7/81SC1eIuav22dC6XrOnla/draDpEnnbJSCRiDyJfPXVVytthjpYPmzYMPvRj36EJ9MWqHqEIi0AmSQg0N4JSMih04u6C13uruVyXq6kJPRIInTr1s023XRTk7FahkMNJAhEkiBLHBCAAAQgAIFkCLz//vueUCTJoLFeQpF11103yWiJCwJtjoC88t12222eN74kg4w28u5AgEChCOhQwJw5c+yJJ57wRCNaV3bu3NmOPvpozxslAQIQgAAEIAABCEAAAu2NQMM9U2zx2eOtec6SlUXvdvM+Vn3YZmaV5YXF0ZyyZc9+YQsPfmxlOmVdOljns3e0TmO2L2zaxN4mCeiAwOOPP25vvvmmt97TzQM///nPvfVehw4d2mSZi61QCEWKrUbIDwTaOAF1/BKN6LdOhkkwIpdS8+bNs5kzZ3oeQiQoyXRHL48jMgrqShpdTSNBiO5H79Onj+d6St5I9De5wSZAAAIQgAAEIFBcBDTua3xPMuhkue4oZexPkipxtUUCmlcvXrw41nUzuXjIaKP5OQEChSSg9usOHIwfP967WnSzzTaj7y8kdOKGAAQgAAEIQAACECg6Ag2PfWJ1Jz9nqQX//2rGmirrPeNUs4pVvbK3WMabUzZnretXyU/Xa/e26kM3bbEskFDbICB7xfPPP28LFiywfffd17tiGltfy9UtQpGWY01KEIBABoH0K2T03/px18tkg+Wuo9Eg4e5Il4CEq2VoWhCAAAQgAAEIQAACEIAABNouAXmjlHcceZPSIQECBCAAAQhAAAIQgAAE2g2BlNnsrleYpVaUuPrAja3LFbtb+ZpdWxVB88x6W3z2S9Zw/39X5qO2boxZeSuJV1qVBonnQ0BrPe0P6lA4+335kIz+LkKR6Mx4AwIQgAAEIAABCEAAAhCAAAQgAAEIQAACEIAABCAAAQhAAAIQgEDBCKSWLre6Y8Zawz8/8dLwrpkZMaBg6cWJuOHhj2zRkU95r1b9bEPrdtcwK+vMtSFxWPIOBFqaAEKRliZOehCAAAQgAAEIQAACEIAABCAAAQhAAAIQgAAEIAABCEAAAhCAAAR8CKTqGm3OGtd4f+2wx3pW84/9rax7dVHySi1aZouOesqWPfuFl7/e3/3KymqqijKvZAoCEPg/AghFaA0QgAAEIAABCEAAAhCAAAQgAAEIQAACEIAABCAAAQhAAAIQgAAEioFAY7MtPPgxW/b8l15uahf8r1mH8mLImX8emlI2u9uV3t8rd/iBdX/6EDyLFHeNkTsIGEIRGgEEIAABCEAAAhCAAAQgAAEIQAACEIAABCAAAQhAAAIQgAAEIACBYiCQMqu/ZKItf2+m1dy7v1llkYtEHLOUWd1Jz5qVl1nXa/cqnXwXQ52TBwi0AgGEIq0AnSQhAAEIQAACEIAABCAAAQhAAAIQgAAEIAABCEAAAhCAAAQgAAEI+BFINTRZWXVFaQFqbC5+7yelRZTcQqBgBBCKFAwtEUMAAhCAAAQgAAEIQAACEIAABCAAAQhAAAIQgAAEIAABCEAAAhAIJlD/x4mmn06nbWdd/jDE88xRqqH+4let/rLXrNPp268oCwECECg6AghFiq5KyBAEIAABCEAAAhCAAAQgAAEIQAACEIAABCAAAQhAAAIQKBCBlJmV7v5zgaAQLQRal0Djv6fZgp89aNaUsuoDN7Zu9+zfuhnKM/VFxz9jDfdM8fqamocOtKqfbZhnjLwOAQgkTQChSNJEiQ8CEIAABCAAAQhAAAIQgAAEIAABCEAAAhCAAAQgAAEIQAACEIBASAJzN/ybNX9bZxXrd7cerx1pZTXVId8szsdSixtt/s53W9PHc628trP1+vrk4swouYJAOyaAUKQdVz5FhwAEIAABCEAAAhCAAAQgAAEIQAACEIAABCAAAQhAAAIQgAAEWo/A8g9m2fzt7/QyUFt/RutlpAApz+58hRdrj1dGWOW2axYgBaKEAATiEkAoEpcc70EAAhCAAAQgAAEIQAACEIAABCAAAQhAAAIQgAAEIAABCEAAAhCISyBltuCnD5iunqnYoIf1/OC4uDEV5Xvzt7vDlk+ZbZUD+1qPV0aaVXDvVVFWFJlqlwQQirTLaqfQEIAABCAAAQhAAAIQgAAEIAABCEAAAhCAAAQgAAEIQAACEIBAaxKYv+Ndtvy9mVY1dAOreeygRLKyYPd7rXHSN7G9kzROnGEL9rzPah450Kr22TDvPC0a8YQ1PPaJVWza23pOPjrv+IgAAhBIhgBCkWQ4EgsEIAABCEAAAhCAAAQgAAEIQAACEIAABCAAAQhAAAIQgAAEIACB0ARWXs0yYaRVbt0v9Ht+Dzb8Y4otGv2M9+deU0+28jU6R45TIhGJRazMrOPogdb18t3MOpRHjse90PThbJu37R3e/7a1q3ViQ+FFCBQBAYQiRVAJZAECEIAABCAAAQhAAAIQgAAEIAABCEAAAhCAAAQgAAEIQAACEGg/BJq+mG/ztrjFK3C+Aoq6X4+zpTe/68VV1qOjdbnkJ9Zx1JaxYS5/41ubv+s9K9/v/c0vvXjjBieI6fnWKKvYvDZuNLwHAQgkSAChSIIwiQoCEIAVP1NzAAAgAElEQVQABCAAAQhAAAIQgAAEIAABCEAAAhCAAAQgAAEIQAACEIBAEIH6iyZY/WWTrGKjntbzvWODHs/5dyfE0EOKS3HmGxYOf9yWPf6pF02HQT+wmmcOs7LqiljRzt/+Tlv+wSzrdNp2noiFAAEItD4BhCKtXwfkAAIQgAAEIAABCEAAAhCAAAQgAAEIQAACEIAABCAAAQhAAAIQaEcE5m11qzV9Ns+6XDzEOo3ZPnbJGx792BaNfNJ7v2KzWuv59qjYca3yYlPK6k79ly29433vn6tHDrBuf98nVtxLbpxsi8940crXqbFeH432rrUhQAACrUsAoUjr8id1CEAAAhCAAAQgAAEIQAACEIAABCAAAQhAAAIQgAAEIAABCECgHRGov3yS1V8wwSq3XdN6vDIidskX7POgNb78tZX17Gg9Xh5hFf3z9ySSmZlUQ5PN6XmV98+9vjzJyvt2iZXfBUMfsMZ/T7POv93ROp+3U6w4eAkCEEiOAEKR5FgSEwQgAAEIQAACEIAABCAAAQhAAAIQgAAEIAABCEAAAhCAAAQgAIGcBBb89AFrfGWadT5nR+t8bnzRhLtyptsdw6z60E0LRn1O32sttWiZVY8YYN1ujulV5M+v2+Lz/22V269pPcbHF8cUrJBEDIF2RgChSDurcIoLAQhAAAIQgAAEIAABCEAAAhCAAAQgAAEIQAACEIAABCAAAQgUAYHmlFl5vHtYGu790BYdN9asosxqF40pbGGWN9u8rW/3rsqpPnxz63bLz6KnlzKunIlOjTcgUDACCEUKhpaIIQABCEAAAhCAAAQgAAEIQAACEIAABCAAAQhAAAIQgAAEIAABCCRPYMHe91vjhOmRhBtNTU02Z84cS6VSVltbaxUVFaEz5oQpZR0rrffc00K/x4MQgEBxEgglFDn2uONsnbXXLs4SkCsIQAACEIAABCAAAQhAAAIQgAAEIAABCEAAAhCAAAQgAAEIQAACJUCg/sIJVv+nSV5Oa+vPiJfjZU3e1TX1f3nDuo89NGccEof85aqr7L777rPm5uZVni0vL7dDDjnEfnPGGVZZWRmYl0UjnrCqYf2tevjmgc9me8BdldPp19tal0t3jRUHL0EAAvkTmDZ9uj0zdqx98803KyO74IILrOz888+X85+VAaFI/rCJAQIQgAAEIAABCEAAAhCAAAQgAAEIQAACEIAABCAAAQhAAAIQaN8EFg5/3JY9/qkHIbZQJALC004/3caPH5/zjZ132smuv/76CLHGe9QJRaqGbmA1jx0ULxLeggAE8iYQWigi9QgBAhCAAAQgAAEIQAACEIAABCAAAQhAAAIQgAAEIAABCEAAAhCAAATiE5i39e3W9NEcL4KWEIr8eODAUJl99513Qj2Xz0NOKFKxfnfrOeX4fKLiXQhAIE8Coa6eQSiSJ2VehwAEIAABCEAAAhCAQDoB+e8rAwkEIAABCEAAAhCAAAQgAAEIQAACEIBAeyPgxBIqd1yhyJJr37KK/j2t6mcb5sR31dVX25133hkK8eHDh9uZZ56Z89nm7xdb03/nmFVVWIfBa4WKN/2hJMoeOVFegAAEshJAKELDgAAEIAABCEAAAhCAAAQgAAEIQAACEIAABCAAAQhAAAIQgAAEINACBJIQS7g4goQmPz/4YPv8889DlWqdtde2J598Muezi45+2hoe+K91GrO9dbl4SKh40x+a3fVKs2adoIovkomcKC9AAAJZCSAUoWFAAAIQgAAEIAABCEAAAhCAAAQgAAEIQAACEIAABCAAAQhAAAIQaAECTuRR1quT9Z5+SqwUwwhFGpYtsx122CFS/C+PH2/du3f3faf+wglW/6dJVn3YZtbt9n0jxa2H5258kzVPX+S9FyRyiRw5L0AAApEIIBSJhIuHIQABCEAAAhCAAAQgAAEIQAACEIAABCAAAQhAAAIQgAAEIAABCMQj4EQe5b07Wa9phROKKHc77byzLV68OFRGq6qq7PVJk6yszP++5PqLX7X6S1+z6kM3tW53DAsVb/pDczf5uzVPW+j9E0KRyPh4AQKJEkAokihOIoMABCAAAQhAAAIQgAAEIAABCEAAAhCAAAQgAAEIQAACEIAABCCQncDKq2cqy6124f/GwrTSo0jdGLNyf2HHP/7xD7viyitDpXHqqafasccck/PZhQc+asue+8I6/26w9xM1zFnjGkvVNXqvIRSJSo/nIZAsAYQiyfIkNghAAAIQgAAEIAABCEAAAhCAAAQgAAEIQAACEIAABCAAAQhAAAJZCawUiuQhlnBx9Pr0BCtfq5sv6fr6ehu8006haiLo2hlFMm/bO6zpw9nW7ZafWfXhm4eKN/2hJMoeOVFegAAEshJAKELDgAAEIAABCEAAAhCAAAQgAAEIQAACEIAABCAAAQhAAAIQgAAEINACBGZ3/4tZY7OXUlyvGnM3/Js1f1tn3e7ez6p/vknOXA/cemtLpVI5n9F1M+9MnhxY+tldrzRrTlmPN0dZ5YDawOczH1gpFCkzq118RuT3eQECEEiOAEKR5FgSEwQgAAEIQAACEIAABCAAAQhAAAIQgAAEIAABCEAAAhCAAAQgAAFfAgv2fdAaX/ra+3tcocjSO963upOfs/I+na3XZyeadSjPSfyVV16xSy+7zL799ttVnuvXr5+ddeaZtttuu4WqsZVX3tTHE3m49zsMXsu6jxseKk0eggAECkMAoUhhuBIrBCAAAQhAAAIQgAAEIAABCEAAAhCAAAQgAAEIQAACEIAABCAAgVUI1J3+gi296R3v3+IKRVLzltrcDf5qqYYmq3noQKvad8NAysuWLbPfnnOOffHZJ2bNzfbD/hvbZZdeatXV1YHv6oHU/KU25wfX55VvJxTpOGpL63rj0FDp8hAEIFAYAghFCsOVWCEAAQhAAAIQgAAEIAABCEAAAhCAAAQgAAEIQAACEIAABCAAAQisQqDpv7Nt3jZ3eP/We9avraxLh1iEGl+dbgv2ut97N4rgJLVwpqUallh5n/VCpyuRyNxNb7bUwgbrfPYg6/z7nUO/u/LBxmbzrt0xsx4TRlrl1v2ix8EbEIBAYgQQiiSGkoggAAEIQAACEIAABCAAAQhAAAIQgAAEIAABCEAAAhCAAAQgAAEI5CDQnLLFF04wXb9SNXSDvFA5Dx2955xmZZ0qQ8UVRyiia2503U1ZTbX1+u/xVtazY6i0Mh9aNm6qNf57mnU5d6fA63JiJcBLEIBAaAIIRUKj4kEIQAACEIAABCAAAQhAAAIQgAAEIAABCEAAAhCAAAQgAAEIQAACyRBY9vyXVrl5rZWv1S1WhIvPfMmWXP92JM8kcYQiDfdMsbrTxlnvb06NJfBonllvyyd/Z1U/zU8YEwsSL0EAAlkJIBShYUAAAhCAAAQgAAEIQAACEIAABCAAAQhAAAIQgAAEIAABCEAAAhBoQQJ1p79gS296x7vGRde5xAmpxY3W+OJXVrVf/9CvxxGKKHJdmVOxWW3odNIfXHLd27b4rJes41FbWte/Do0VBy9BAALJEkAokixPYoMABCAAAQhAAAIQgAAEIAABCEAAAhCAAAQgAAEIQAACEIAABCCQk0D9Ja9Z/R9etcot+liPN45qMVphhSLN0xdZeb8uZpXleedt/q732PI3vrVOZ+xgXS7aJe/4iAACEMifAEKR/BkSAwQgAAEIQAACEIAABCAAAQhAAAIQgAAEIAABCEAAAhCAAAQgAIFIBGZ3vsJ7vrb+jEjvZXt46d0fWN1Jz5k1p6zjkVtY17/9NGucYYQiS299z+pOfd57v/oXm1m32/bNK39JljOvjPAyBCCwkgBCERoDBCAAAQhAAAIQgAAEIAABCEAAAhCAAAQgAAEIQAACEIAABCAAgRYm4AQUvWf/2so6d8gr9aYPZ9uC/R+25m/qvHi63byPVY8YsFqcQUIRxdE4buqK9yrKrOs1e1nHY7aKn7dlTTa7x1Xe+0kIYuJnhDchAIF0AghFaA8QgAAEIAABCEAAAhCAAAQgAAEIQAACEIAABCAAAQhAAAIQgAAEWphA3WnjbOnf37WK/j2t57vHmJWX5Z2Dxb950Zb89R3Ps4hCxca9rPqgja1q6AZWucMPLFMo0vTJXFv2/FRbfOaLZite8UKvj0Zb+bo1+eUnZTZ/0J22/P1Z1vGILazrTdm9nOSXCG9DAAJxCCAUiUONdyAAAQhAAAIQgAAEIAABCEAAAhCAAAQgAAEIQAACEIAABCAAAQjkQaDpywU2b6tbzJpS1u3v+1j1yNU9gMSJfvnr39j83e5d7dXKLftY+TqdrHlhg1X07eEJRFILG1Z5rnytbtb59zt5wo58Q8MjH9uiI570ounx+lGm9AkQgEBxEEAoUhz1QC4gAAEIQAACEIAABCAAAQhAAAIQgAAEIAABCEAAAhCAAAQgAIF2RqDpi/k2b4tbvFIX4mqWJX95w5b960trnDjDbHlzVroVm9da12v3sg6D10qUvrtap+fbR1vFZr0TjZvIIACB/AggFMmPH29DAAIQgAAEIAABCEAAAhCAAAQgAAEIQAACEIAABCAAAQhAAAIQiE3ACSp6vDnKKgfUxo4n14uppctt2WOfWNOX31njpO+sw04bWIed1/bSK+vRMfE0mz6dZ/N+dKsXbyEEMIlnmAgh0M4IIBRpZxVOcSEAAQhAAAIQgAAEIAABCEAAAhCAAAQgAAEIQAACEIAABCAAgeIhMHfjm6x5+iKr3Lqf9XhxuFlVRcEyl1o401INS6y8z3oFS0OeSxYMfcAaX5th5X27WK8vTypcWsQMAQjEIoBQJBY2XoIABCAAAQhAAAIQgAAEIAABCEAAAhCAAAQgAAEIQAACEIAABCCQDIG6k56zpXe+b1ZmVvPA/1jVsP7JRJwRS6GFIsue/9IWHvioWXPKqg/d1LrdMawg5SBSCEAgPwIIRfLjx9sQgAAEIAABCEAAAhCAAAQgAAEIQAACEIAABCAAAQhAAAIQgAAE8iKQWtxoc/pc48VR1rWD9Z7567zi83u50EKROWteZ6kFDV7yvb/7lZXVVBWkHEQKAQjkRwChSH78eBsCEIAABCAAAQhAAAIQgAAEIAABCEAAAhCAAAQgAAEIQAACEIBA3gQ8bxw/f8w6nzXIOv9ucN7xZYug0EKRJTdMtsVnv2Tdbt/Xqg/etCBlIFIIQCB/AghF8mdIDBCAAAQgAAEIQAACEIAABCAAAQhAAAIQgAAEIAABCEAAAhCAAATyJtD08Vyr2KSXF4+uoul41JZ5x5keQaGEIkv//q51HP1jL6n0MiSaeSKDAAQSI4BQJDGURAQBCEAAAhCAAAQgAAEIQAACEIAABCAAAQhAAAIQgAAEIAABCEAgfwJLb3rH6sa8aN3+vo9VH755/hH+/xgKIRRZ9uwXtvCgR63TmO2ty8VDEssrEUEAAoUjgFCkcGyJGQIQgAAEIAABCEAAAhCAAAQgAAEIQAACEIAABCAAAQhAAAIQgEBkAsvf/d4W7vewNc9ZYlZmVrtwjFlFWeR4Ml9IVCiSMpvd7Uqz5pSV1VRbzWMHWYcd18o7j0QAAQgUngBCkcIzJgUIQAACEIAABCAAAQhAAAIQgAAEIAABCEAAAhCAAAQgAAEIQAACkQg0/XeOzdvmdu+dDkPWsW5372flfTpHiiPz4aSEIqlFy2zR8c/Ysic+9ZLo8fIIq9xuzbzyxssQgEDLEUAokifryZMn2/z582333Xe3L7/80l5++WUbNWpUnrHyOgQgAAEIQAACEIAABCAAAQhAAAIQgAAEIAABCEAAAhCAAAQg0N4JpBYus0Wj/0+QYeVl1vvbU62sW1UsNBKKjLvm9zZzfp0N//OdVl5eESme1OJGm9PvWrOmlPde1dANrNvtP7OyHh0jxcPDEIBA6xJAKJIn/1dffdW+/vprGz58uH388cc2duxYO/300/OMldchAAEIQAACEIAABCAAAQhAAAIQgAAEIAABCEAAAhCAAAQgAAEImJmueKm5cqU4o7xvF+t8wc7W8agtI+ORUOTO0fvZ1K+n2XmvfGUVlR1Cx9Fw74e2+PevWPM3dSveKS+z2oX/6/0mQAACpUUAoUjM+lq2bJm9/vrrdsstt9jzzz9vNTU11rdvX+vRo4cdfvjhtssuu1i/fv2svLzcN4Xm5mZ7++237eGHH7bx48fbggULbP3117dtt93Wfv7zn9tWW22V8/0wWU+lUvaf//zHHnjgAXvhhRe8V3bccUdP2LLddtuFij+JOJqamuy1116z+++/3/vdvXt3Gzx4sI0cOdI22WQTKyvLfwBZtGiRPf744/bEE094Zd5ss81sn332sYMPPth69eoVBpclEUeohHgIAhCAAAQgAAEIQAACEIAABCAAAQhAAAIQgAAEIAABCEAAAhEIpJYutyV/ft3qL31t5VsVG/W0Hq+MtLLu1aFiiioUkUeT+bveY00fzVkZf6czdrDOv93RyjpVhkqThyAAgeIjgFAkRp3Mnj3b/vjHP1p1dbX16dPHE4RI3DFt2jT761//alVVVfbGG294IoVTTjnFEyxkhiVLltjf/vY3GzdunB199NE2YMAAT7SxdOlSk5eSBx980Pbee2/PO0mnTp1i5NJMYpa77rrL3nvvPTvkkENsjTXW8NKYM2eO3Xfffda7d2877bTTPNGGX0gijsWLF9tVV11lDQ0NNmzYME9MI2HIV1995QlHxE4MOnaM75Lqs88+s4svvtgT6Oywww5eHUiIIzGPvLyceuqptvPOO+cUpCQRR6yK4iUIQAACEIAABCAAAQhAAAIQgAAEIAABCEAAAhCAAAQgAAEIhCSw6IgnreHRjz1PIwoddlzLur8wPNTbUYUiC/Z7yBpf+GpF3GVmVfttZDX3HxAqLR6CAASKlwBCkYh1I4HHpZdeapWVlXbcccfZRx995AlGdtppJ+/qmUceecSOOOIIe/TRRz3RiLxlXHvttbbeeuutTEneNeSJRF4+zj33XE/Y0LlzZ0/EoL/V1dXZc889ZxdddJGddNJJduKJJ1pFRbT7wRTPrbfe6olExowZY2uttZYnnlAaEn9Mnz7drrzySqutrbWzzz47qxgliTjE609/+pOX7ujRo730OnToYPJSIuHIJ598Ypdccontvvvuduyxx0Yup6B+/vnnds4553himL322su6du3qxSOhiFjK44tEORL3bL/99llrPIk4IjYlHocABCAAAQhAAAIQgAAEIAABCEAAAhCAAAQgAAEIQAACEIBALAJNH862eTvc6V1H0/Uve1jHEweGiieqUGTpHe9b3cnPeSIReS6p3KZfqHR4CAIQKG4CCEUi1s/EiRM9AcfVV1/tiUD0/wpOKCLvFfICoitM9N8Si+gn3auIrkXR1S9HHXWU59FDAo7MMG/ePPvVr35lU6dOtTvvvNM22GCDSDmdMGGCJ2SRJ4+hQ4eudsWMRBQvvviinXzyyXb55ZfbAQccsJq3jXzjkBhEnlHE6rrrrrNtttlmtTSWL19u//jHP+zPf/6zJ57RtThRgoQg5513nndtzxVXXJH1ipn58+fbb37zG0+Y8pe//MUTq6SHJOKIkmeehQAEIAABCEAAAhCAAAQgAAEItBkCOsGY/22ybQYHBYEABCAAAQhAAAIQgEApELj2kME2d8ZUO++Vr6yiskMpZJk8QgACCRNAKBIR6I033mhvvfWW5yVEnit0TYxCplBE/1ZfX2+6pqZv376e1xEXrrnmGjvjjDM8ryHypJEtSGRxwQUXeN44xo8fb4MGDQqdU3nxkJeQN99807tiJt2bSXoks2bNWnnli8QsukbHhSTiUPwnnHCC50FEHj169uyZtQzyxCIvLIMHD/a8tUS5akf8Dz30UDvzzDM9YY08l2QGsZT3luOPP94Toxx22GGrPJJEHKErhwchAAEIQAACEIAABCAAAQhAAAIQgAAEIAABCEAAAhCAAAQg0IoEnFDk+IuvtLKycquo7mR9d9q/FXNE0hCAQEsTQCgSkbiuL5Gw4Pbbb/cEILmEIn5R/+EPf/C8YIwbN8722GMP3xxcfPHF9vvf/97k2UNClLBB180cfPDBtssuu6wUtGR7V1fL6Oobeft46KGHbJ999ln5WBJxPPPMM951MPKwcuGFF67m1cQlJu8rp5xyir322mv28MMP249+9KNQRdUVOor3sssu866X8RPdKDJ5cVFedM3P9ddfbzU1NV4aScQRKrM8BAEIQAACEIAABCAAAQhAAAIQgAAEIAABCEAAAhCAAAQgAIEiIOCEIkPW7WSppuVW3XMN2/nvbxZBzsgCBCDQUgQQikQkfeutt9qvf/1r75oTeaiYNGmSF0M2jyJ+UV955ZWeRxF5wZDXkGweNJYuXeo988Ybb3heQTbccMPQOZX3jlNPPdXOOeccL/5sXjZcZC4v7ll5/1DIN47GxkYv7UsuucQT1YwaNco3/7oS5qyzzrIbbrjBE62ceOKJoco6Y8YMO/LII+2bb76xRx55xDbffHPf93SFj677mTlzpj322GO21VZbec8mEUeozPIQBCAAAQhAAAIQgAAEIAABCEAAAhCAAAQgAAEIQAACEIAABIqAAEKRIqgEsgCBViaAUCRiBbz99tve1SXOG4eudZHQI4pQROKPww8/3ObOneuJOU466STr0qXLKjl5//33vetYRo8ebccdd5xVVVWFyqkTmEh0ITHLmDFjcr5311132VFHHWX777+/3XHHHd71MEnEMWfOHC/ep59+2hNm/M///I9vPnQ1jDyD6EcCl8svv9w6duwYWF55IJFHFnkgkZjmhz/8oe87ugZnxIgR9tJLL9m9997reRdRSCKOwIzyAAQgAAEIQAACEIAABCAAAQhAAAIQgAAEIAABCEAAAhCAAASKhABCkSKpCLIBgVYkgFAkInyJKG6++Wb73e9+5wlEqqurTVfEyFvFl19+aWPHjvWuWskVlixZYrrCRj+9e/e2XXfd1Yvvxz/+sef9Y9q0aZ43jgEDBtjRRx/tiTfCBgk0JDDRtS933nmn53EjV7jnnnts5MiRts0229j9999v/fv3tyTi+PTTTz1BzTvvvGMvv/yyDRkyJGc+3DU7w4YNM4lXwpRZ4hAJbvbaay9TOfr06eObhsokochzzz1nl156qZ199tnes0nEEbZueA4CRUcgZWZlRZcrMgQBCEAAAhCAAAQgAAEIQAACEIAABCAAAQhAAAIQgEABCRROKJKyD//7lM2f97UtbVjo7Xt27NjdNtt0X+vRY90CloioIQCBqAQQikQlZmYLFiywhx9+2BN6SByy5ppreh5F5N1i0aJF9pvf/CYwVl2X8qc//cl0lY28k/Tr1892220374qZiooKL66NN97Yampqcl4dk5nQZ5995gk0Jk+ebP/4xz88cUSu4IQi8srxwAMP2CabbGJJxKEreSSA0bUyEyZM8PjkCk4oMnToUE/0IQFNULjsssvst7/9rYV5J10octFFF9l5553nRZ9EHEH59Pu7rudxwV35Ezcu3oMABCAAAQhAAAIQKA4CzPGKox7IBQQgAAEIQAACEEiKAPO7pEgSDwQgAAEIFBOBQghF5s790j7875NWVzcza1F7dF/bBg06sZgwkJd2SoD53YqKRygS8wOoq6uzjz76yG688Ua7/fbbvatSJOqQIEJChM0339zKy8t9Y9d1K7Nnz/ZEFIpj3Lhx3vUzumJm00039bySyLuGvJZECR9//LEnFHnvvfdiC0WSiOPVV1+1nXfe2ct6oYQiUcQlfkKRJOKIUj/pz6oNTZ061funLbbYIm40vAcBCEAAAhCAAAQgUEQEPvjgAy83uhaxa9euRZQzsgIBCEAAAhCAAAQgEIeADgouXrzY82bct2/fOFHwDgQgAAEIQKDoCCQtFJkxY7K9/8GjIcpZZttsc4T1qd04xLM8AoHCEPj+++9t1qxZ3t78+uuvX5hESiBWhCJ5VJI8gTz//PP21FNP2ZQpU2z8+PFeg1pjjTXs0EMPtdNOO83zFOIX5s+f73kmmThxog0cONDefPNNe+KJJ0zX28ijxlZbbeVdSSPxiVwzhQlJiDySiAOhSHBtyfvMJ5984j2oq38IEIAABCAAAQhAAAKlT+Dtt9/2CiHvgN26dSv9AlECCEAAAhCAAAQg0M4JyH4nO568Sv/gBz9o5zQoPgQgAAEItBUCSQpFGhuX2MuvXGHLlzeEwtOxY439ZMgYKyurCPU8D0EgaQK6+ePbb7/1bHey4bXXgFAkz5qXIEKKcnkBkWDkggsu8BRI3bt3t1/84hfe9TSZ16jIm4jeu/TSS73rWSQq6dWrl9XX19tXX31lDz30kN188822ZMkST0Byyy23hPY4kYTII4k4EIoENyyEIsGMeAICEIAABCAAgXZEIGVm4bTRRQ0FoUhRVw+ZgwAEIAABCEAAApEJIBSJjIwXIAABCECgBAgkKRSZMuVxmzb9zUil7r/h7ta//+6R3uFhCCRFAKHICpIIRfJsURJEKMjrx/vvv2+33Xab1dbWetfJSAjwpz/9yUaPHm0VFf+nipM76uOOO84GDBhguvpEanTnMUReSubNm+ddRSPRyRdffGG//OUvPcFJmGtoPvvsM+/qmcmTJ0e6embQoEF23333eS6yk4hj0qRJtueee3oimihXzxx00EF26623Wo8ePQJr5pJLLvE8rgwdOtTuueee1QQ56RGkXz1zxRVX2JgxY7w/JxFHYEZ9HkAoEpcc70EAAhCAAAQgAIHiJYBQpHjrhpxBAAIQgAAEIACBOAQQisShxjsQgAAEIFDsBJIUirz77n323fdTIhV53XUH2eabDYv0Dg9DICkCCEVWkAwlFDn2uONsnbXXTop9m4onXSgiTxzyKnLMMcfYnXfeaeeee67tuOOOdvvtt9va/59fY0VsX1wAACAASURBVGOjJ064+uqr7d5777Wf/vSnWa+VkXeRu+++20488UTbYYcdvGc32GCDQHazZ8+2kSNH2nPPPRdJKCJxyd/+9jdPoJFEHGJxyCGHeOKZKEIRCTjkaaVDhw6BZRWfI488MrJQ5Mknn7Rhw1YMPknEEZhRnwcQisQlx3sQgAAEIAABCECgeAkgFCneuiFnEIAABCAAAQhAIA4BhCJxqPEOBCAAAQgUO4F/XX+xLZ47y7p/+LSlmpZbdc81bOe/R/MK4sqIUKTYa5v8ZRJAKGI2bfp0e2bsWBMLF+TEouz888+X4+eVAaGI/weUKRQZO3asnX766R5UeQJ59tln7aWXXvLEHgryFjJq1Cj79NNP7eGHH7bNN9/cN/LPP//chg8f7oktFIe8fgQFCVHOOussu+qqq+yyyy7z/jtXkMeTs88+28477zw7//zzPc8nScShckrk8uCDD9oDDzzgXa/jF5YuXWpnnHGG3XDDDZ43EQltwoQ333zTE6PIg8v9999v/fv3931NXlJ0FVBdXZ3HfYsttvCeTSKOMHnN9gxCkbjkeA8CEIAABCAAAQgULwGEIsVbN+QMAhCAAAQgAAEIxCGAUCQONd4pCIE2cl1nQdgQKQQgEJvAi7/YEKFIGj3tI2r/TrdBENouAYQiEYQiUo8QshPwE4o0Nzd7wos//OEPq3jUcIKF5cuXewKKTTbZxBetPHuMGDHClIauogkjFFFkileiCIkv5L3EzztHQ0ODnXnmmd6VM3pnt912W5mXfONQ+SVCOeecc+zaa6+1U0891bec8+fPt6OPPtq7ZkeeU3QlT5ggPnrvvffes8cff9wGDhzo+5oEIfvss48deOCBnoima9eu3rNJxBEmr9meQSgSlxzvQQACEIAABCAAgeIlgFCkeOuGnEEAAhCAAAQgAIE4BBCKxKHGOxCAAAQgUCoEEIqsWlM77TTYunXrZs8++1ypVCH5jEEAocgKaKGunkEo4t/C/IQieuPiiy+26667zuRlZNttt/UimTlzph1++OGeQCFIKDJnzhxPKOKe3XDDDUM19a+++soTUNTU1Nhtt91mvXr1yvqe4tfVLZ07d7abbrppleeSiENGcuV/7733tssvv9w6duyYNR8Sz+jqm1133dX++Mc/+j6X+bLEKGrAEqFI7HLwwQf78pHHkdGjR9tdd91lBxxwwMrrfpKII1SlZHkIoUhccrwHAQhAAAIQgAAEipcAQpHirRtyBgEIQAACEIAABOIQQCgShxrvQAACEIBAqRBAKLKipkaPPt6efPLJldX25JNPrdzbLZW6JJ/hCSAUWcEKoUj4NuM9KdGHRAcXXnihrb/++p63D4WddtrJPv74Y+/vunpGIoBf//rX3u90EcayZcvsd7/7nV1//fX21FNP2R577OGbg3fffdcOOuggzwtGFAGFvJXcc8899vvf/97z0KG8ZQvKu8QTEnHI20Z5efnKx5KIQx5LdP2NOlYJOTbaaKOs+dDf5OXjxhtvjNzpTps2zY4//njv2pk///nP1qlTp9XSWLJkif3mN7+xBQsW2NVXX229e/de5Zkk4ojYjLzHEYrEocY7EIAABCAAAQhAoLgJIBQp7vohdxCAAAQgAAEIQCAqAYQiUYnxPAQgAAEIFDuB5qblNuvLT71svnHmvpZqbrKqml428Pf3ev/Wt/9mkYrw7rv32XffT4n0zrrrDrLNNxsW6Z1CPTxx4kT7+c8PWiX69dZbz55/fpznXYTQ9gggFFlRpwhFIrbt22+/3X75y1/aiSee6IlFdO2JQrpQ5Fe/+pUn1Ljllls8gYf+5kQYqVTKXn/9dTvhhBNs66239q5nWWONNVbLhUQNF110kX3wwQeeuGHTTTdd6QVj3rx5ds0119iLL75oP/nJT+yUU06xfv36rRKHPJeMGTPG8xKiPLirVtxDumNLghUJK/Q7W0eXRBxaSJ122mmetxDlp6KiYrV8nnzyyd7fJfiorq5e5e8q61/+8hevrBK1jBw5cpU4mpqa7IknnvDqQuKbnXfeeTWWEyZMsHPPPdfjsOOOO64iiNHDScQRsRl5jyMUiUONdyAAAQhAAAIQgEBxE0AoUtz1Q+4gAAEIQAACEIBAVAIIRaIS43kIQAACECh2AovmfG9X7jfQN5sXTPwmUhFKVSjyzDNj7dhjjzXt3WaGnj172tVXX+PdmkBoewQQiqyoU4QiEdu2Gs5ZZ51lL730kv3iF78wdRSDBg2y3XbbzT799FO79tprvatcpk+fbkcccYTnMSRT/CBPG+PGjfM8edTW1nqeR7bbbjtPtNHY2OiJTyQy+e677+yMM87w4q+srFyZ0zfffNOGDh3qCQ0kABk2bJhdeeWVqwhOdKWKFjESlHTp0sW7nmWdddbxOrsvvvjCq3hdTaMOcM0111wpQknHkUQc8kwiY7nELttss4131U2fPn1M/65yytvKwIEDbfjw4R7LzPD444/bqFGjvLJKFKOrdKTiSw+LFy+2Bx980B555BFPgLPnnnt6LBcuXOhxfuihh+yYY46xIUOGrFYXLp4k4ojYlBCKRAXG8xCAAAQgAAEIQKAECCAUKYFKIosQgAAEIAABCEAgAgGEIhFg8SgEIAABCJQEAYQiK6ppo436mw7WZwuTJ7/j7Z8S2iYBhCIr6hWhSMT2LfGEGo88XLzwwgum62Hk/UNijL59+3o/Rx11lG2yySZeB9KxY8esKSxdutQTbEhw8p///Mc+//xzTxiid3SNyi677GLbb7+9rbvuulZVVbVKHN9++63nZWP8+PH21ltveWnfeuutdthhh63ynDxl6NlJkyZ5gonJkyd7ghN5OJEHD8UvoUpZWZkvhSTikPhl6tSp9tprr3nMZDxXOQcPHuzlQ0KRHj16ZM2DrvORRxK9e+aZZ3rX+mS7XkYd+ZQpU0zeQ5TG119/bQMGDPDEJSqvPLJkCnYyE0wijijNCY8iUWjxLAQgAAEIQAACECgNAghFSqOeyCUEIAABCEAAAhAISwChSFhSPAcBCEAAAnEJpBrqLTVvhqWWLLTU3G/Mli6yVP1Ca5473ayxwft3a1js/Zulmiy1tM6sfoFZqtlSSxbFTTax91Ll5dZUUWmN2s8sK7fGDtXWXFHh/SzvUGVNFRXW0KmrLa/sYA2du9jyyirrs+621n/bw62sukti+YgSkcb3n/xkyGqvPPbYP70D/IS2TQChyIr6RSgSo53LK0d9fb3Nnz/fEyZICCGxw4wZMzzhhsQMEojkEmAoWYlOJBbQj+JTPB06dPA8kkg4IQFItjgk3lDa8pghocl5553nXYfz29/+drXSuLzOnTvXU8UpPl0zI+8dSidMSCIOlVXpKx/y3qFyyqOJ8pFLwCEm33//vfeurujR835c5aVEXPQjry0SlIhj9+7dV7vyxq/cScQRhqmeQSgSlhTPQQACEIAABCAAgdIhgFCkdOqKnEIAAhCAAAQgAIEwBBCKhKHEMxCAAAQgkItAauEsSy2aY83TP7DUgu+tedoUSy2aZamFs615zjSz5qb2C7C8wsp7r2PWtbdVrDPAyrr2trKaWitfazMr697Xynr+oCBs/vCHi+2GG25YJe4NN9zQJkx4tSDpEWlxEUAosqI+EIrk2S5ffXVFhyGvFfJ+MXbsWE8o0lJB4pSRI0d618+MGTOmpZIlnQQIIBRJACJRQAACEIAABCAAgSIjgFCkyCqE7EAAAhCAAAQgAIE8CSAUyRMgr0MAAhBoZwRSc2dY88wvrOnDl6151peWmvWVNX//eTujkFxxy2r6WFnvdaxi48FW3nttK+u1tlVsslPeCey99172/vvvr4ynoqLCnnnmWdtyyy3zjpsIip8AQpEVdYRQJM+22tpCEV19c/TRR9s111xjQ4as7iIpz+LxegEJIBQpIFyihgAEIAABCEAAAq1EAKFIK4EnWQhAAAIQgAAEIFAgAghFCgSWaCEAAQi0EQLN33xsS686eMV1MIRWIVB10LnWYbdjQ6c9e/Zs23LLLVZ5/vTT/9fOPPPM0HHwYGkTQCiyov4QiuTZjltTKLJgwQK76KKLrKqqyn73u99Z165d8ywNr7ckAYQiLUmbtCAAAQhAAAIQgEDLEEAo0jKcSQUCEIAABCAAAQi0FAGEIi1FmnQgAAEIlCaBps/fsqVXH1KamW8jue4w5EirOuTC0KX5+uuvbYcdtl/l+QsvvNBGjz4hdBw8WNoEEIqsqD+EInm249YQiqRSKfvoo4/suuuus5qaGjv55JNtnXXWsbKysjxLw+stSQChSEvSJi0IQAACEIAABCDQMgQQirQMZ1KBAAQgAAEIQAACLUUAoUhLkSYdCEAAAqVJAKFI69cbQpHWr4NSywFCkRU1hlAkz5ZbX1/vxdC5c2draGiwuro66927d56x+r/e2Nhot956q82aNct22WUX22yzzaxPnz5WXl5esDSJuDAEEIoUhiuxQgACEIAABCAAgdYkgFCkNemTNgQgAAEIQAACEEieAEKR5JkSIwQgAIG2RAChSOvXJkKR1q+DUssBQpEVNYZQpMRarryJ6O6spqYm69mzp1VXV5dYCciuI4BQhLYAAQhAAAIQgAAE2h4BhCJtr04pEQQgAAEIQAAC7ZsAQpH2Xf+UHgIQgEAQAYQiQYQK/3eEIoVn3NZSQCiyokYRirS1lk15SoYAQpGSqSoyCgEIQAACEIAABEITQCgSGhUPQgACEIAABCAAgZIggFCkJKqJTEIAAhBoNQJLP59s39//h1ZLv70k3G/NNX2LWrH5T6xy0KGhUXz99de2ww7br/L8hRdeaKNHnxA6Dh4sbQIIRVbUH0KR0m7H5L6ECSAUKeHKI+sQgAAEIAABCEDAhwBCEZoGBCAAAQhAAAIQaFsEEIq0rfqkNBCAAASSJjD347ft1XMOSjradh1fyszKMgjs98hXiTFBKJIYypKNCKHIiqpDKFKyTZiMlzoBhCKlXoPkHwIQgAAEIAABCKxOAKEIrQICEIAABCAAAQi0LQIIRdpWfVIaCEAAAkkTWPD5+/bKmcOSjpb4MggMe+gLKyuvSIQLQpFEMJZ0JAhFVlQfQpGSbsZkvpQJIBQp5doj7xCAAAQgAAEIQCA7AYQitAwIQAACEIAABCDQtgggFGlb9UlpIAABCCRNYOGXH9rLZ+yTdLTEl0Fgt+tesq4/2CARLghFEsFY0pEgFFlRfQhFSroZk/lSJoBQpJRrj7xDAAIQgAAEIACB7AQQitAyIAABCEAAAhCAQNsigFCkbdUnpYEABCCQNIGmaVNs8eX7Jx1tu4zvswVNNmOxLp4x23aNCutSWWY1132eOAuEIokjLbkIEYqsqDKEIiXXdMlwWyGAUKSt1CTlgAAEIAABCEAAAv9HAKEIrQECEIAABDwC2S5WBw0EIFCSBBCKlGS1kWkIQAACLUYAoUhyqGfUNdtnC5u9CAf0rLDaTmVWc/VHZhUdkkvEzBCKJIqzJCNDKLKi2hCKlGTzJdNtgQBCkbZQi5QBAhCAAAQgAAEIrEoAoQgtAgIQgAAEIAABCLQtAghF2lZ9UhoIQAACSRNomvaBLb78gKSjbZfxLVmesjdmNnll79e53DbpUW6dT/i7VW6xR6I8EIokirMkI0MosqLaEIqUZPMl022BAEKRtlCLlAECEIAABCAAAQisSgChCC0CAhCAAAQgAAEItC0CCEXaVn1SGghAAAJJE0AokhxROeWb8O1ya06Zda8qsx/XVljHA39rVbsfl1wieBRJlGWpRoZQZEXNIRQp1RZMvkuewP9j7z7A5Krq/oF/b5k+s71kS7Kpm5AeEgImgggiNVRpEdC/wgsKomD3VUAUXxRQioq+omCXKoqE4iu9hpaEUJJN25TdZJPtOzv13vt/7ky2TLbM3Jk7O+17n4eHJHvO757zOffylvvNOQyK5PwScgIUoAAFKEABClBghACDInwoKEABClCAAhSgQH4JMCiSX+vJ2VCAAhQwW4BBEXNF32gLoz8MWEQBKyZJsK68EPYLfmjqTbijiKmcOVmMQZHosjEokpOPLwedDwIMiuTDKnIOFKAABShAAQpQIFaAQRE+ERSgAAUoQAEKUCC/BBgUya/15GwoQAEKmC2g7HwX3lvONLtswdbb1qNgV5++twiwpFJCSWUN3D942TQPv9+PTZs2YfXq1TE1r7zyizjnnE+hurratHuxUPYKMCgSXRsGRbL3GeXI8lyAQZE8X2BOjwIUoAAFKECBghRgUKQgl52TpgAFKEABClAgjwUYFMnjxeXUKEABCpggkGhQpG/uiVBtbhPumCMllDCKNvzD8GBb+1Vs7lIj/eaUSqh2ivDcugGC1Wm41mgdfvijm7C3rW3MWj+//Q5T7sMi2S3AoEh0fRgUye7nlKPLYwEGRfJ4cTk1ClCAAhSgAAUKVoBBkYJdek6cAhSgAAUoQIE8FWBQJE8XltOiAAUoYJKA0rwB3lvPilutZfWvESqujdsunxrU3H8lrB07DU0poACv7QtH+lQ5RBxWKsLx+V/AsvgkQ3VGa6yqKr549Zcgy/KYtRgUSZk5JwowKBJdJgZFcuJx5SDzUYBBkXxcVc6JAhSgAAUoQIFCF2BQpNCfAM6fAhSgAAUoQIF8E2BQJN9WlPOhAAUoYK5AwkGRC3+FUEmduTfP8mpVa26Eo/kNw6N8aW8Yigq4LQKWVkqwrfoabJ/8guE6h3Z48803cd+f/jhunW9//RuoqyusdUoZNgcLMCgSXTQGRXLw4eWQ80OAQZH8WEfOggIUoAAFKEABCgwXYFCEzwMFKEABClCAAhTILwEGRfJrPTkbClCAAmYLKM3r4b317LhlWy68G6GS+rjt8qlB8bpHUPLqvYan9H6niv2+6PEzH6uVIc1YBtdX7jdcZ6BDf38/Lr3sMrTt3w+/zzduHZfbhfKycvzlz39O+n7smP0CDIpE14hBkex/VjnCPBVgUCRPF5bTogAFKEABClCgoAUYFCno5efkKUABClCAAhTIQwEGRfJwUTklClCAAiYKJBMUkSXJxBFkSykNYX0bkGGXc+tLqHz6x4YHuL1Xxc7eoaCI4CmH50drDdcZ6KB/jzv6mGMM9V/3zjuG2rNxbgkwKBJdLwZFcuu55WjzSIBBkTxaTE6FAhSgAAUoQAEKHBRgUISPAgUoQAEKUIACFMgvAQZF8ms9ORsKUIACZgsoO9bBe9s5ccsO31GktLgIkiTG7ZNLDTRNQ3tnd8yQrW1NqHn4WsPT2Nev4sOuoaCIXqDorq2G6wx0YFAkabq87cigSHRpGRTJ20ecE8t2AQZFsn2FOD4KUIACFKAABShgXIBBEeNm7EEBClCAAhSgAAWyWYBBkWxeHY6NAhSgQOYFEg6KXPBLhEonDw5YEAQUedywyPmzu8iBjq4RC9Jw9yrDixRWgZf3hiP99KNn9ItBEcOM7DCOAIMiURwGRfiaUCBDAgyKZAiet6UABShAAQpQgAJpFGBQJI24LE0BClCAAhSgAAUyIMCgSAbQeUsKUIACOSSg7HgH3ts+FXfELYcERfQOogCUlZbE7ZsrDcwKiujzfb6FQZFcWfdcHCeDItFVY1AkF59ejjkvBBgUyYtl5CQoQAEKUIACFKBAjACDIgA0AAIfDApQgAIUoAAFKJAfAhkNivB/r8qPh4izoAAF8log0aBI6/m/QLBsyqgWRR4XrBZLzjulIyhyZLUMu5TajiJ6KOBzl15qyPfvjzwMh91hqA8b544AgyLRtWJQJHeeWY40zwQYFMmzBeV0KEABClCAAhSgAAAGRfgYUIACFKAABShAgfwSyGhQJL8oORsKUIACeSmgbH8H3p/G31FkvKCIDlNRlvs7i6QjKLKwXEKpTUj66Bm/34/b7rgdra2thp6/mTNm4MorvgBLHgR4DE28QBozKBJdaAZFCuSB5zSzT4BBkexbk4IaEf9GSkEtNydLAQpQgAITJ8CgyMRZ804UoAAFKEABClBgIgQYFJkIZd6DAhSgQO4KJBwUOe8uBMunjjtRt9MBu92WsxjpCIrUuUTMLBbhuvZBSNMON2SjaRq+dM1XDPU5tPHKFStw4Xnnp1SDnbNPgEGR6JowKJJ9zyZHVCACDIoUyEJzmhSgAAUoQAEKFJQAgyIFtdycLAUoQAEKUIACBSDAoEgBLDKnSAEKUCAFAWX72/D+9Ny4FVoTCIroRXJ5Z5GOzi6o+l9SHXY13L0qrs1oDZ5vCUf+WN9NRN9VxHHRLbAcebahWg8+8jCef+EFQ31Ga/zz2+9IuQYLZJcAgyLR9WBQJLueS46mgAQYFCmgxeZUKUABClCAAhQoGAEGRQpmqTlRClCAAhSgAAUKRIBBkQJZaE6TAhSgQJICiQZFWs67C6E4O4roQ3A47HA57EmOJrPdOnt6oYSVmEFMuedcCCG/4YG9uk9BUNFglwQcWS3BduKVsJ12bcJ11jz5BNY8+WTC7cdr+KmzzsaxH/uYKbVYJDsEGBSJrgODItnxPHIUBSjAoEgBLjqnTAEKUIACFKBA3gswKJL3S8wJUoACFKAABShQYAIMihTYgnO6FKAABQwKKNvegvdn58Xt1XLenQiVT4vbbqCB3WaD2+VIuH02NOzr98HvD8QMpWrNjXA0v2F4eJu7VbR61Ui/ZVUSiqbOg+ubjyVcZ/GSJQm3TaThFZdfjiuuuCKRpmyTAwIMikQXiUGRHHhYOcT8FGBQJD/XlbOiAAUoQAEKUKCwBRgUKez15+wpQAEKUIACFMg/AQZF8m9NOSMKUIACZgqkKyiij7G8tBiCIJg53LTW8vkD8Pb7Yu5R9uKv4Nn4uOH77urTsK0nujvJvDIRlUVueG7dACTowaCIYfKC6sCgSHS5GRQpqMeek80mAQZFsmk1OBYKUIACFKAABShgjgCDIuY4sgoFKEABClCAAhTIFgEGRbJlJTgOClCAAtkpoGx9E97bz487uNZz70CwYnrcdoc2sFosKPK4DPfLRIewoqCruzfm1s6tL6Hy6R8bHk5/GHijLRzpN8klYHaxBOfVf4E868iEajEokhBTwTZiUCS69AyKFOwrwIlnWoBBkUyvAO9PAQpQgAIUoAAFzBdgUMR8U1akAAUoQAEKUIACmRRgUCST+rw3BShAgewXSHdQRBfIlZ1FVE1DR2d3zKJZ25pQ8/C1hhdSP3Tm5ZYw9H+X2AQsKpdgv/AmWFdckFAtBkUSYirYRgyKRJeeQZGCfQU48UwLMCiS6RXg/SlAAQpQgAIUoID5AgyKmG/KihSgAAUoQAEKUCCTAgyKZFKf96YABSiQ/QLK1jfgvT1+eKH1U7cjWDkj6QnJkoSSYk/S/Seqo76jiL6zyPBryj3nQgj5DQ/h3XYFHQEt0u9jtTLkhSfAedmvEqrDoEhCTAXbiEGR6NIzKFKwr0AeTFz/nw25czTbCHAGRfLgGeQUKEABClCAAhSgwCECDIrwkaAABShAAQpQgAL5JcCgSH6tJ2dDAQpQwGyBxIMiP0OwcmZKty8rLYYoZPeHsZ7ePgRD0SNjBq6a+6+EtWOn4blv7Vax26vvKRINioiTZsL9308lVIdBkYSYCrYRgyLRpWdQpGBfAU480wIMimR6BXh/ClCAAhSgAAUoYL4AgyLmm7IiBShAAQpQgAIUyKQAgyKZ1Oe9KUABCmS/wEQGRSRRRJHHDUkSsxbG6+2HLxCMGV/VmhvhaH7D8JhbvBqauqO7k+hBEchWFN22ERCluLUYFIlLVNANGBSJLj+DIgX9GnDymRRgUCST+rw3BShAAQpQgAIUSI8AgyLpcWVVClCAAhSgAAUokCkBBkUyJc/7UoACFMgNAWXLWnjvuDDuYFs/lfqOIgM3EUURZSVFce+ZiQbBYAg9fd6YWxevewQlr95reDgBBXhtX3R3kkhQBIDzyvsgzzk6bi0GReISFXQDBkWiy8+gSEG/Bpx8JgUYFMmkPu9NAQpQgAIUoAAF0iPAoEh6XFmVAhSgAAUoQAEKZEqAQZFMyfO+FKAABXJDIOGgyDk/RbBqlmmTKi7ywCLH31nDtBsmWCgUVtDd0xvT2rn1JVQ+/eMEKww10wC80BIbFLGfewOsx1wctxaDInGJCroBgyLR5U8oKPL5Sy/F5Pr6gn5gOHkKmC3AoIjZoqxHAQpQgAIUoAAFMi/AoEjm14AjoAAFKEABClCAAmYKMChipiZrUYACFMg/AWXL6/DesTruxPaecxsCVY1x2xlpIAgCykuLjXSZkLYHOrpi7iP5ulF/30VJ3fv5g0GRFZMkWEQB8rxj4bzit3FrMSgSl6igGzAoAuzavRtPrFkD3WLguuGGGyBcf/31ekhr8GJQpKDfFU4+TQIMiqQJlmUpQAEKUIACFKBABgUYFMkgPm9NAQpQgAIUoAAF0iDAoEgaUFmSAhSgQB4JJBwUOftWBKpnmz7zIrcTVqvV9LqpFDw0KKLXarh7VVIlB4IiiyskFFsFiJUNcF/3TNxaDIrEJSroBgyKGAiK6OkRXhSggLkCDIqY68lqFKAABShAAQpQIBsEGBTJhlXgGChAAQpQgAIUoIB5AgyKmGfJShSgAAXyQcDb1YEbTpg7OJVZC5fgAufmuFPbe/YtCFTPidsumQYCgPKykmS6pqVPOoIiUzwipnnEyHiL7toad9wMisQlKugGDIpElz+ho2cYFCnod4WTT5MAgyJpgmVZClCAAhSgAAUokEGBgg6K6PtS6v/fKV4UoAAFKEABClAgjwQYFMmjxeRUKEABCpggkI1BEX1aLqcDDrvNhBmmXiIdQZEKh4B5pVJkcAyKpL5GhV6BQZHoE8CgSKG/CZx/xgQYFMkYPW9MAQpQgAIUoAAF0iZQ0EGRtKmyMAUoQAEKUIACFMicAIMimbPnnSlAAQpko0DSQZGzbkFgUnp2FBlwcjrsg0gnIwAAIABJREFU0P/J9GVmUOTlvWGEVcBlAZZVypGpMSiS6RXO/fszKBJdQwZFcv9Z5gxyVIBBkRxdOA6bAhSgAAUoQAEKjCPAoAgfDwpQgAIUoAAFKJBfAgyK5Nd6cjYUoAAFUhVIOiiSxqNnDp1TRYaPoTEzKPJBp4I2n76FKXBUtQSbJDAokupDzP5gUCT6EDAowpeBAhkSYFAkQ/C8LQUoQAEKUIACFEijAIMiacRlaQpQgAIUoAAFKJABAQZFMoDOW1KAAjkl8Mgjj+DKK784OOa5c+fiP/95JmYOXq8XLpcrp+Y11mCTDoqc9RMEJh02IQY2qxVulwOCkJnzYc0MiuzoVdHcq0bcFpVLKLExKDIhD1Ge34RBkegCMyiS5w86p5e9AgyKZO/acGQUoAAFKEABClAgWQEGRZKVYz8KUIACFKAABSiQnQIMimTnunBUFKAABTIlMDIoshgXOJviDmffmT+Gv2Zu3HZmNsjUziLdvX0IhcIxU6m5/0pYO3Yanl5vSMPb+5VIv3qXiBnFItzfeQJiTeO4tRYvWWL4XuN1uOLyy3HFFVeYWpPFMifAoEjUnkGRzD2DvHOBCzAoUuAPAKdPAQpQgAIUoEBeCjAokpfLyklRgAIUoAAFKFDAAgyKFPDic+oUoAAFRhHIpaCIxSKjyO2a8J1Fer39CASCMXpVa26Eo/kNw89UWANebo2GTsrtAuaXSXBeejfkRZ8ctxaDIoapC6oDgyLR5WZQpKAee042mwQYFMmm1eBYKEABClCAAhSggDkCDIqY48gqFKAABShAAQpQIFsEGBTJlpXgOChAAQpkh8CIoMiCxbjAlciOIjfDXzMvI5MoKy2GOIHH0PiDIfT1eWPmWrzuEZS8em9S8193QEF3UIMIYGWtDNtHzoNj9f+MW4tBkaSoC6YTgyLRpWZQpGAeeU402wQYFMm2FeF4KEABClCAAhSgQOoCDIqkbsgKFKAABShAAQpQIJsEGBTJptXgWChAAQpkXiDpoMgZ/wN/7fyMTECSJBR73BBFYULuHwqH0d3TF3Mv59aXUPn0j5O6/+YuBa39WqTv8ioJ7jlHwvXlv45bi0GRpKgLphODItGlZlCkYB55TjTbBBgUybYV4XgoQAEKUIACFKBA6gIMiqRuyAoUoAAFKEABClAgmwQYFMmm1eBYKFCAAvq38Yn5tl+AuMlNOfmgyI/gr12Q3E1N6CWJIoqL9LCIvi9Hei9VVdHR1RNzE2tbE2oevjapG+/qU7GtR4301Y+eqaiqguem18atxaBIUtQF04lBkehSMyhSMI88J5ptAgyKZNuKcDwUoAAFKEABClAgdQEGRVI3ZAUKUIACFKAABSiQTQIMimTTanAsFKAABTIvkGxQZO8Z/4NAhnYUGa5WUlwEWUp/WKSzqweKGg13DFxT7jkPQshneBG9IQ1v7lci/WpdImYVi3B945+QJo99lA+DIoaZC6oDgyLR5WZQpKAee042mwQYFMmm1eBYKEABClCAAhSggDkCDIqY48gqFKAABShAAQpQIFsEGBTJlpXgOChAAQoYEwg9fx/UHeshzf845CWnAKJsrMAYrXM9KCIIAoo9LsiyOR5joXb39iEUCsf8uOb+K2Ht2Gl4HVQNeLE1WqvUJmBhuQTH/7sTlsNPHbMWgyKGmQuqA4Mi0eVmUKSgHntONpsEGBTJptXgWChAAQpQgAIUoIA5AgyKmOPIKhSgAAUoQAEKUCBbBBgUyZaV4DgoQAEKJCigqfDdfArUlk0xHVx3bU+wwPjNkg+K/AiBDB49c+isij1uWCzpC4v0+/zQ/xl+lb34K3g2Pp7UOjzfMhQ6+VitDMvys+C4+NYxazEokhRzwXRiUCS61AyKFMwjz4lmmwCDItm2IhwPBShAAQpQgAIUSF2AQZHUDVmBAhSgAAUoQAEKZJMAgyLZtBocCwUoQIH4AkrTq/DfuXpEQ+dP1kNwFMUvEKfFyKDIIlzg2hK37r7Tb4K/bmHcdhPZoMjtgtVqScstA4Eger39MbWL1z2CklfvTep+hwZFpKlL4PrqQ2PWYlAkKeaC6cSgSHSpGRQpmEeeE802AQZFsm1FOB4KUIACFKAABSiQugCDIqkbsgIFKEABClCAAhTIJgEGRbJpNTgWClCAAvEFwuufROCeL4xo6LzxFQilNfELxGmRdFBk1Q/hr1+U8v3NLuB2OWG3Wc0uC0VR0NndG1PX2taEmoevTepehwZF9CJFd20dsxaDIkkxF0wnBkWiS82gSME88pxotgkwKJJtK8LxUIACFKAABShAgdQFGBRJ3ZAVKEABClCAAhSgQDYJMCiSTavBsVCAAhSILxDu60Tft5fDgqGjSvRe6Tt6JsEdRVb9AP76xfEnkIEWbqcDdrvN1DtrGtDR2QVtWFXJ1436+y5K6j4MiiTFxk5jCDAoEoVhUISvCAUyJMCgSIbgeVsKUIACFKAABSiQRgEGRdKIy9IUoAAFKEABClAgAwIMimQAnbekAAUokKSApmn4+w+uRf+rD+GsmfJgFcFZAueP30myamy35HcUyd6giD5Dl9MBh8lhkY6uHqiqGgPYcPeqpNbhxdYw1IOpk4/VRteWO4okRclOABgUiT4GDIrwdaBAhgQYFMkQPG9LAQpQgAIUoAAF0ijAoEgacVmaAhSgAAUoQAEKZECAQZEMoPOWFKAABZIU+N7y2sGeP1jbkmSV8bslHRQ57Ub4Jy9Jy5jMKuq02+B0Oswqh96+fgSCwZh6yQZFPuxS0O4HBABLKkQ4ZP1X5lyqICEkyPALFvSHgZCiodOvIKwo6A0BvWFg1ryFWLTyeAh2FwR3GQRHEQSbE4KnEoLdDcFdas5gWGVCBBgUiTIzKDIhjxtvQoGRAgyK8KmgAAUoQAEKUIAC+SfAoEj+rSlnRAEKUIACFKBAYQswKFLY68/ZU4ACuSOw/slH8NB1V0UGfMxnrsIJV34nLYNPOiiy6kb467M7KKKD2W1WuF1OU+z6+33o9wdiaiUbFNnSo2JPX3R3kiOqZDiHNowxZaypFomERvTwSFld9N+OIojl9RAcHgjlkyG6SyFWTYfgKgWkLBt8qpPPwf4MikQXjUGRHHx4OeT8EGBQJD/WkbOgAAUoQAEKUIACwwUYFOHzQAEKUIACFKAABfJLgEGR/FpPzoYCFMhPgR8cOwvBfi9mr/wEVt/6O4hp/BCfbFCk7bTvwzf58JxYAKvVgiK3K+WxhkJhdPf2xdTJ16BIyljDC1hsEIurIE1eAKGoEmJNI8TiSgjF1ZDq5wGCebupmDruHCrGoEh0sRgUyaGHlkPNLwEGRfJrPTkbClCAAhSgAAUooAswKMLngAIUoAAFKEABCuSXAIMi+bWenA0FKJB/Au27tuP2c1ZGJva957fA6jBnN4yxpAohKKLP3WqRUeRxp/TAKKqKzq6emBoMiqRECljs0RDJ9KUQS2uj/9Z3MSmtjRyFwysxAQZFok4MiiT2vLAVBUwXYFDEdFIWpAAFKEABClCAAhkXYFAk40vAAVCAAhSgAAUoQAFTBRgUMZWTxShAAQqYKvCL1cdj75YPUFQ5CZfd80+U1NSbWn+0YkkHRU69Ab4pS9M+PjNvIMsyij0uCCnsYHGgoytmSFPuOQ9CyGd4mNl+9IzhCU1UB8kCsXQS5NkrIZRPgWX+cRCrpwOiNFEjyMr7MCgSXRYGRbLy8eSgCkGAQZFCWGXOkQIUoAAFKECBQhNgUKTQVpzzpQAFKEABClAg3wUYFMn3Feb8KECBjAoEfdC8XVD3NkHzdkJt2wYE+qF1tkALeAG/F2pPG9DfAy0cgOCpgP3zv4Q4eT5CAT9uPHp6ZPhXP/A8KqfOmpCpFFJQRAeVJQlFRW6ISYZFDg2K1Nx/FawdzYbXikERw2Rjd5BkyDOPhFgxORIekeesjIRHBGvh7EjCoEj08WBQxMT3iqUoYESAQREjWmxLAQpQgAIUoAAFckOAQZHcWCeOkgIUoAAFKEABCiQqwKBIolJsRwEKUGAUgWA/1I4WaN37oG57azAMovW2R0MhQeM7S0AQIK24EP94uwUbn3sKFpsd1724bcL4kw6KnHI9fA3LJmycZt5IkiSUFnuSKnloUKRqzY1wNL9huBaDIobJDHfQdx0RJ82EZckpEOsPg2BzGa6RKx0YFImuFIMiufLEcpx5J8CgSN4tKSdEAQpQgAIUoAAFwKAIHwIKUIACFKAABSiQXwIMiuTXenI2FKBA6gJq23ZoB5qhfPACVP3fm18Dgv2pF06iQtPJP8HiU85NomfyXZINihx6R022QnGWwl+/GKGiGvTP+CgUTyU0QUx+cGnsKYoiij1uSJKx8R0aFCla9whKX73X8EgZFDFMZnoHoaQalkUnQaxphFR/GKSGRabfY6IKMigSlWZQZKKeON6HAocIMCjCR4ICFKAABShAAQrknwCDIvm3ppwRBShAAQpQgAKFLcCgSGGvP2dPgUIX0Po6oe7dDGXdE1D3bYW6vxla+66sYXHdvhmQLBM6HrOCIqMNWhMl+CcfjlBZA4IV09A/fSX0P8uWSw+LlJUUGRrOoUER57aXUfnUzYZq6I0ZFDFMlvYO+u4jUk0jLMvPhDR1CQR3WdrvadYNGBSJSjIoYtYTxToUMCjAoIhBMDanAAUoQAEKUIACOSDAoEgOLBKHSAEKUIACFKAABQwIMChiAItNKUCBnBRQNv4HamsTwmsfgbpvC6BpOTMP67nfh+WYS8Ydb/idNQj86etDu55Y7HD99IOk55jOoEi8Qflr5iFYPRv+2vnwNRwRr3lafi4IAorcLlgsckL1Dw2KSL4e1N/36YT6Dm/EoIhhsox2EIoqIdXPheUj50GauhhiyaSMjufQmzMoEhVhUCSrHksOppAEGBQppNXmXClAAQpQgAIUKBQBBkUKZaU5TwpQgAIUoAAFCkWAQZFCWWnOkwKFI6D1HoC6/R2Envsd1N3vQ/P15Ozkrad9FZYTrxp3/N5rZgPhYEwbx9f/CXHKgqTmncmgyPABBytnwl+/CF1HXjLhx9XoYZHy0uKE/Do6u6EeEj6acs95EEK+hPoPNGJQxBBX1jWW5x8HafoyyNOXQpqxLOPjY1AkugQMimT8UeQAClWAQZFCXXnOmwIUoAAFKECBfBZgUCSfV5dzowAFKEABClCgEAUYFCnEVeecKZAnAkoIoad/CWXzK1C2rM2TScVOw3r6N2E54Ypx5+b90rQRPxfrDoPjW2vGN9E07HruIaz7+dcyZmeVgHqXiMluMe4YFGcpvLOPQ+/ckxAuSv/uDQIAt9sJm9U67th6+7wIBEMxbarW3AhH8xtx5zS8AYMihrhyprFQVAXbCZdDmjwf0tRFE3aUFIMi0UeEQZGceVU40HwTYFAk31aU86EABShAAQpQgAIAgyJ8CihAAQpQgAIUoEB+CTAokl/rydlQIO8FVAWh//wGyrY3oG5ZC83fl9dTtp75bViO/69R5+jtPIDXH/o9jtzw8xE/l2YeCfuX/zauzdu3X409L/4jK/xWTpIhx8+KRMcqiNh32vfhr1+c9rFHwiIuJ2y2scMi3n4ffP5AzFjKXvw1PBv/ZWh8iQRFfArwix2OtJ2eJEHDdLeKMyfF7lBjaCJsPKaAYHPCetylkBuPgv6OpvNiUCSqy6BIOp8y1qbAOAIMivDxoAAFKEABClCAAvknwKBI/q0pZ0QBClCAAhSgQGELMChS2OvP2VMgVwS0zlYEHvgu1KbXoQW8uTLslMdpPfM7sBx/2Yg6+3c04ZcXnYBwMIhvHWkb8XPrWf8Ny3GXjnv/x85pSHl8ZhUos4lYUJ5oUiR610D1bOw96yeR4Ei6r4qykjFv4fcH0Ncfe8xM0fq/o/SV3xkaViJBkas2uLChRzJUN5nGL3w0d49rSma+meij7zAiz1kJ28lfBiwj3+FUx8SgSFSQQZFUnyT2p0CSAgyKJAnHbhSgAAUoQAEKUCCLBRgUyeLF4dAoQAEKUIACFKBAEgIMiiSBxi4UoEB6BUJ+BB66AcrGZ6H1tI241zMtanrvn6Hqx9WODDxYz/4eLB//HDRVxaaX/4M/f/Uzg6MTRBGNK47HRTf/CsHHf4bQM7+B4CyGvPxsWM+5btxZbPrbbdj84J0Zmunot62wC5hXllwIou2U6+BrOCKt83E47HA57CPuEVZUdHXHBius+7eg5qFrDI0nXlAkrAFnr/WgK6Tvc5Lei0GR9PqOVV1wlUBuXAHbmd+EWFaf0iAYFInyMSiS0mPEzhRIXoBBkeTt2JMCFKAABShAAQpkqwCDItm6MhwXBShAAQpQgAIUSE6AQZHk3NiLAhRIg4CmInD/d6G89di4R8oUVFDkU9dD+MjqyO4h+i4iA5fV6cLVf3sOxZPqBv9MP4ZHsLsTWpjXb/oM2t5+LqG2E9XIJgk4qjq5oIg+Rn/dQnSu+DyCFdPTNuTRdhbRNA3tnd0x95R8Pai/79OGxhEvKKIX03cT+fb7TkN1jTTWIyjTXQruXNBvpBvbpkFArJoGx+qbIc1YllR1BkWibAyKJPX4sBMFUhdgUCR1Q1agAAUoQAEKUIAC2SbAoEi2rQjHQwEKUIACFKAABVITYFAkNT/2pgAFkhdQ9+9A+PWHEX7zH9DadyVcaEOHlnDbXGq4sGzkThFP7wjj7X1KZBpl9VNx1V+fgcU2clcLo/N88VtnoKtpndFuaW0vCsDRNXLK91CtLnQt/zR6F6xKudZoBWxWCzxuV8yPurp7EVai6zRw1dx/FawdzQmPIZGgSMLF2DDvBDz/8yYEd2nC82JQJErFoEjCjwwbUsBcAQZFzPVkNQpQgAIUoAAFKJANAgyKZMMqcAwUoAAFKEABClDAPAEGRcyzZCUKUCBBAU2FsvlV+H/5GUCN/bieYIWCafbU9jDeaVOw+pZ7MefoE6AfN2PGlc9BkQGflgt+iVDpZDO4RtQ4dGeRnl4vgqFQTLuqNTfC0fxGwvdnUCRhqoJsKFZMhvPyeyBOmpnQ/BkUiTIxKJLQ48JGFDBfgEER801ZkQIUoAAFKEABCmRagEGRTK8A708BClCAAhSgAAXMFWBQxFxPVqMABcYWCPzxqwi/8zgQCpApQQHbBT+CvPLCBFsn3qwQgiIDGns+fQ/CRdWJ4yTY0iLLKPK4IAgCfP4AvP2+mJ5F6/+O0ld+l2A1INGgyFvdMpCmTXUEaGhwaii3qgmPmw0nVsB5xW8hzzs27k0nPCiiP5MjN0WKO850N2BQJN3CrE+BMQQYFOGjQQEKUIACFKAABfJPgEGR/FtTzogCFKAABShAgcIWYFCksNefs6fARAgoW99E6P/uhrLxmYm4XV7dw3bhzZBXnG/6nAopKKJZHGg/9ip4Zx5juqMsSSgp9kR2E9F3FRl+Obe9jMqnbk74nokERe7bZcPvmm0J10ymoSQAz67sSaYr+0yAgOCpgPs7T8Y9hmbCgyITMPdkbsGgSDJq7EMBEwQYFDEBkSUoQAEKUIACFKBAlgkwKJJlC8LhUIACFKAABShAgRQFGBRJEZDdKUCBsQU0Db5bToe6ayOVkhSwrb4Z8kcYFEmSL6Zb3+zj0H7cNWaUiqlRVlIMTVPR2d0b8+fW/VtQ81Di94sXFPEqAk59zQM1TbuJDB/8cyt7IGbh7hCmL16OFrR98ouwrfrquKNnUCTKw6BIjj7kHHbuCzAokvtryBlQgAIUoAAFKECBQwUYFOEzQQEKUIACFKAABfJLgEGR/FpPzoYC2SCgNm+A79YzsmEoOT8G20W3Qj7yHNPnUUg7igzHU+0etJ34bQRqF5hqKokiFHXkcS0Nd69K+D7xgiJ6od/vsuG33FEkYdN8blh019Zxp8egSJSHQZF8fgs4t6wWYFAkq5eHg6MABShAAQpQgAJJCTAokhQbO1GAAhSgAAUoQIGsFWBQJGuXhgOjQE4KBP72HYRffQBQlZwcf7YN2nbxTyEvP8v0YRVqUESH1EQJOy9/1HTT0QqaHRTR7/FWtwykaVcRARoanBrKrSNDLxMCxpskLMCgSGJUDIok5sRWFDBdgEER00lZkAIUoAAFKEABCmRcgEGRjC8BB0ABClCAAhSgAAVMFWBQxFROFqNAQQqEd72PznuuhLNjR0HOP52Ttn3mdsjLzN+dpZCDIgPr5W38OA4cf206lw/pCIqkdcAsnpUCNzdXoUsuwkfP/+yo47Pb7Zg5YyYWzh/aKYc7ikSpGBTJykeagyoEAQZFCmGVOUcKUIACFKAABQpNgEGRQltxzpcCFKAABShAgXwXYFAk31eY86NA+gV6rpoGSUjtPgEF8CkaugLRrRL8KqDo/wCwCoAkAk4JkEXAYxHhkIEUb5nagCeot+2zd0JemvjxJYkOi0GRqNTOyx6EJtsTZTPcjkERw2TsMIrAaEGRo5YfifXvboDP5xvsccG550MUxcjvGRSJsjAowleKAhkSYFAkQ/C8LQUoQAEKUIACFEijAIMiacRlaQpQgAIUoAAFKJABAQZFMoDOW1IgjwS+e83VeOjPf0SZTcR5s6y4bN7oH917QsD7nQr2+7XIP4le08pdWFRXGmlus4gIKSq6fSEEwmrkn73dPnT7Q+jxhyLBkRlFIirtQLlNRJUj96Mkts/9AvKSUxLlSrgdgyIJU01Ywy09Kvb0RY98OaJKhlMeeesNPRK+/b7TtDFZBQ1lcgj11iA8ooJKSyhu7TKnFYIAWCUJiqYhEFbQ4wtDO3gejlMWUGQVMNktotwmoNoRDS4kewUUDU/tDkHT9MCYAFnQ4LaIsErR8JimCah0AJUOKeXAWrJjTHe/Q4MiJ51wIsrKyiK3fer/nkZ7e3vk1x6PB6tOOS3yawZFoqvCoEi6n07Wp8AYAgyK8NGgAAUoQAEKUIAC+SfAoEj+rSlnRAEKUIACFKBAYQswKFLY68/ZUyAVgZ3bt+HklUdCCYcHyyyukHHCZAsuaLShPwysPaCgtV+DL5x4OGSg2JRSJz42qyqhIUbCIr4gmvZ70e4NwB9SMMkhoN4tYmFpah+qExpAmhrZPv9LyItPNr06gyKmk6ZcMF5QRH+Fznrdg+5wagGoMllBtSWIeQ4fimTF0M48i+tLsKC2ZNS56sGttj4/enx6cCuMXZ3eSJir1CZEgltzS6XIr5O5PuxS8Hrb0H9nhtfQdyM60K9id48CmwQ0FEkocwhYUC6j0iGiyBINruTyNTwoYrPZcPYZZ0HQ0zoA3n1vI97d+G7k1/qf6buK6P9mUCS64gyK5PKTz7HntACDIjm9fBw8BShAAQpQgAIUGFWAQRE+GBSgAAUoQAEKUCC/BBgUya/15GwoMJECP77he7j3lz8fcUv94+xp0+1wpvhxdlaVG0dNrUhqSr3+MNbt6cTeHj9ETUG9S8TyCimyC0EuXfZLfwVp0YmmD5lBEdNJUy4YLyjSHhRx1lp30veZYQ+gzhrELLs/qRp2i4Rzl0w21NcXUrBpXy8O9AXQ2uODXRIiAa7l1RY4DLyLeszsqV0h7PNFd1wZ7VI0oMOnYkNbGCH9N0BkhxGnRUSVUxwMj9R5BMwulnNq95HhQZH6ujoc89FjBgla9+7Fs88/O/j78z91HiRJYlDkoEhCQZHPX3opJtfXG3q42ZgCFBhfgEERPiEUoAAFKEABClAg/wQYFMm/NeWMKEABClCAAhQobAEGRQp7/Tl7CqQiMKcqeiRMY5mMxZUWVDonZucO/YN1kd2CYoeMySVOFNmt8NhHOafjkMltbOnGtgNedPuDaCwWMbtYP6Ymu3casP/XbyAt+EQqyzRqXwZFTCdNuWC8oIh+A58C/GKHI3IMy3iXCA02BOFWfYZ2DIk3iQqXFRZJgkUSIEsiSp1W2C0iKlw2uG0yxIO7XMSrs2V/L3Z1+bC7sx8VdgHH1VkTCo78fnMgXunBn+s7jbT0hLGrV0V/KP6ORqV2ESV2EUdMkjHNI2F6kZg1O5EMD4rMPWwuFi9cNDjPfp8Pj/7z0cHfMygy9Ijs2r0bT6xZEwnNDFw33HADhOuvvz7miWBQJOH3ig0pkLAAgyIJU7EhBShAAQpQgAIUyBkBBkVyZqk4UApQgAIUoAAFKJCQAIMiCTGxEQUoMIrAQFDkI7VWHF5tyahRlceGao8d82pKIh+xx7s6+gN4+oO9kV0HVlRLmOkRIU9MxsWwkf3y30Kaf5zhfvE6MCgST2jif55IUCTRUf2pKYCDm2ok2iXldvprV1fihMduQYnDgukV8Xc/aWrrw/aOPuzv9Ud2/ZlTIqFmnMDZW/vD2NipGBurBry4KwhvAmGR4YVFAZhaLGGSS8Lxky2YVSzBkqH/TgwPijTOasSyw5cODrWntwf/WvP44O8ZFBlaxYSDInp6hBcFKGCuAIMi5nqyGgUoQAEKUIACFMgGAQZFsmEVOAYKUIACFKAABShgngCDIuZZshIFCkng8UcexlevuDQyZT2WcfE8JzwpHjVjtp8kCKgutmHFtEo4LKOfc7Gv1w99pxH9Q/WcYhELyoTI8RjZctm/cC+kuceaPhwGRUwnTbmgmUGRx5pD6AiMfUxLyoM1WEASBSyuL0F9ZAeg0UNlerBlV4cXL27dH3kHz5xqgW2Ud1Fvpwdhkrm2dIaxtVOFFm9LlgSKuywCKhwijqmzYE6ZvgOJgbN0Eqg/vMnwoEhZaSlO+uRJgz/eun0bXl/7+uDvGRSJxU3o6BkGRQw+kWxOgQQEGBRJAIlNKEABClCAAhSgQI4JMCiSYwvG4VKAAhSgAAUoQIE4AgyK8BGhAAWSEbj2vz6PNY8+Mth1ZZ0Vi6syu6vIWPMQIKCm2I5jZlXCIo6+JcDzTW3Y1dkP/YP2hdP1nQOyIyxi/+LvIR12TDJLNG4fBkVMJ025oJlBkXfbFbzdHk55TOkooAdFjm2sRLHdOmr5fT2V+YbvAAAgAElEQVR+bGztRluvD3NLJCypGHmsVCpBmG6/ilf3hEyf2mSPhIZiCY0lIk6YPPrckr3p8KCIIAg46/QzYbfbI+VeeuVl7Ny1M/Jri8WCc8/+VOTX+nErra2t8Hg8aGxsTPbWOd+PQZGcX0JOIFcFGBTJ1ZXjuClAAQpQgAIUoMDYAgyK8OmgAAUoQAEKUIAC+SXAoEh+rSdnQ4GJEHj9pRfxmbNPj7mVIACrZtjR6lXQ6dewoyuMsGbuaPTjYdxWEfoH2VK7iFKbgHpPcn+L/+iZlWgoc0IPkRx6Pb6xBR39QaxqkFFpy2xgxH7VnyDNXmkuJAAGRUwnTbmgmUERfTD/bA6iMxB9CZ2yEDnaxWkB9M002nwqXm0JRd7XvV4VLd74u484ZAEOCzCjWEaJTUSRVUC5Q4x71NN4MPqGIfWlLhwzs3LUZvv7Anjy/dbI+JdXymjwDAW9girw1y3J7SwSUjW8vieEvqDJ/5EaZRaSCPzpxKKUno/hQRG9kNVqxdlnnIVXX38VzTujIRH9WnXKaZFgiH4xKBI1YVAkpUePnSmQvACDIsnbsScFKEABClCAAhTIVgEGRbJ1ZTguClCAAhSgAAUokJwAgyLJubEXBQpZ4I6bb8LdP701KwhssoAqh4i55TKqXPrH69F3DBltsB67jFUL6qAfUTP80j8db2nrxes72jG7WMSK6uTCKGYA2b/0Z0iNK8woFVODQRHTSVMuaHZQpMWrwSZpKLYKkEUBf/jQh/UHwngxDbtpVDrFSHhkabUFJXYRRk9vKnNaMa+mGA3lI8NbOzv78c6uTvT4Qzh7mhUey9D7+nxrGDt6laTs+0MaXtkVND3QNtpg/nqyuUER/R5WixXBUHDwdk6nE2euOmPw9wyKRCkYFEnq9WAnCqQuwKBI6oasQAEKUIACaRDQ/6/9zP5lkDRMiiUpMHECDIpMnDXvRAEKUIACFKAABSZCgEGRiVDmPSiQXwKrTzsJb699PSsnNbNExmSPiEkuGWWO+P8PIIdVwsLaEjRWRf8W/vDrxa37saPdixPqZEx2xa+VDhD71X+FNOso00szKGI6acoFzQ6K6AN6tz2MJ3cE8HxLCG398XcNSXkSBwvoAa6F5TKmlcqodBgIb9lkrFo4MrylqBo2tnTjvdYuLCiXsKhs6DiadQcUbOgII5m9QZq7FXxwIL1H9OinWP35pNSCIk95a9BjLcH8WVMGl0gsroRl+dmR35eVlqKutg6SNBRqY1AkSsWgiFlvNetQwKAAgyIGwdicAhSgAAUoQAEK5IAAgyI5sEgcIgUoQAEKUIACFDAgwKCIASw2pQAFIgJzqkrTJmGx2hAKjjxOwuZ0Qg0rCOl/g14/O8PApe82Mr1ERkPR+DuDVLptWD61DGVOW0z1F7cewI72PpRYBZw9degDtYEhJN3U/pUHIc1YlnT/sToyKGI6acoFzQqKBBTg5H90oi+U+HsiW6wIh0Mj3i2LXX8XBIQDQWhaakETfeeeWreIOeUSGkstcb2Ob6xGbYljRLvNbb14s7kdiytkzC8deqf/vScIfRcVo9e/twegpDa1MW/ptAi4aYULk5yJh2USHb+88BNwXvbrMZszKBKlYVAk0SeK7ShgsgCDIiaDshwFKEABClCAAhTIAgEGRbJgETgEClCAAhSgAAUoYKIAgyImYrIUBQpEIB1Bkepp02G12WGx29G6pQm+vt5BTUEUMXnOXMhWa+RD9p6mTQj09xvWXqB/WK60oMw+9kdbfd+Q85dOgUWKbdPc4Y0cRfORShHTPRO3u4j92ocgTVtqeK7xOjAoEk9o4n9uRlDk0W0B/GZjP/b74gcmXMUlcJWUQg+D2BxO7N+9E70HDsRMvHZWI+wuNzRNQ9v2bfD2dJsCM8UjY26FhBkl4wev6oodOG529Yh7PvnBXuzv9ePCmTYMP22qqVvBK/uM7RCytUtBU7uxPokifGmxEytq0hMusxxxJhyX3DbmUBgUidIwKJLo08p2FDBZgEERk0FZjgIUoAAFKEABCmSBAIMiWbAIHAIFKEABClCAAhQwUYBBERMxWYoCBSCgqirmTio3daaSLKNh/sJITVVVoARD6O/phihGdwuQbVZIFkskKKL/WU/7ARzYtTNmDMWVVejv6UEo4E9obPrf9J9XLmN5jXXM9npgxHpIYOTV7e3Ysr8Xn55hgW38DUoSGke8Ro6v/h3i1MXxmhn+OYMihsnS3iHZoIgeCXmoKYA713kRMLAzRsOCRYNHlWiqCiUUQl9XJyQpGmwQrRZYrFbIshWiLMHX14PWLVtiHIrKKxDw9ScV3Bpe6KRptnFDI8UOCz46vRJlrtj39YG3d0JRVRxVJWPGsB2D2v0a/rUzmPCa7fWqWLc3lHD7eA0dsoDPzrXjmLr4O6fEqzXWz20nXQXbqdeM2Z1BkSgNgyLJPmHsR4EUBRgUSRGQ3SlAAQpQgAIUoEAWCjAokoWLwiFRgAIUoAAFKECBFAQYFEkBj10pUIACTR9+gFXHrEhq5nrQo3RSDfbvbI7p7ywuRllNHWTZEvkgHe/y9/fD19MNf18vfH19kebTFx8e2fWgpWkzAv3eeCUGf76o0oIl1Ra4LCN3CXFZZaycXoHqIntMPf3oi00tHfhknQT3KP0SvnkCDR1fexRiw6IEWhprwqCIMa+JaJ1sUOSrL/XixT1jhxxEWUZpdTXa9+yJmYa+W4gevNJDWHpYK94V8vvg7elB595W6MGSgfdO//fe7VvR353abiM2WcDSquj7ONolCgJWHzEFAobe1f5gGM81taHdG8RnGmOPjNrnU7G+XUFrf2LpmSe3jjzyKp7JWD+/9Wg36tzmHzcz/H72874P69EXjTlEBkWiNAyKJPsUsx8FUhRgUCRFQHanAAUoQAEKUIACWSjAoEgWLgqHRAEKUIACFKAABVIQYFAkBTx2pUABCtzw9Wvxt9/fa2jm+tExDfMWQJSiIZCg3xf50GxzugzVGa+xXtNqd0SadO9vQ/ue3YZq6zsAHFFjjewyIh6SGdGPv/jojEpY5aEPv139Ifzf5r04vlpAlSN9R9E4vvEYxMnzDc0lkcYMiiSiNLFtjAZFdvcpuPr5Puj/HuvSA1QDVzgQRCgYhMPjNm1iAZ8PNrsdEITIjj57t8XuOJLsjfRX7YrFLv2kqRGXfizUBUunjPjzP67dgcluEcfVjgyahFRgR6+CV/eFMdahPG+0hNDuSyxUMuLmAvCpWTasmhZ7FE6y80+kn+uaByBNH/tYKgZFoooMiiTyNLENBdIgwKBIGlBZkgIUoAAFKEABCmRYgEGRDC8Ab08BClCAAhSgAAVMFmBQxGRQlqNAngucf9IJWP/2m4ZnOXXBQoiSjHAoBNky/nEMqqIiGPBBDSvQNw/QdxLQd0UYCIKMdXNFUSCJItpb96C7rc3wGPUOFQ4R58+JBk6GX0V2C46dVQX9CIyBq9cfxr/e3Y1P1smY5ExPWMTxzcch1s9Nai7jdXrluvPR/t5rptdNpaAeDlg5Kf7OFqncI5v7Gg2KrHqsC/vi7JYxEBRRwuG4u4bo4a2g3w9FCeu5D0CLvnc2x8j3Ybij/r7q7Xs62tG+e5dpxB6rgNOm21HmGLkzx/yaYiyeXDpsbxHgw329eLO5HRfOtMJyaNrr4Kj6w8Bur4I39ocRPiQT0unX8PqexI+r0Uvq8z6iRsZx9VYsKp/YZ9d93TMQKxvG9GZQJErDoIhpryQLUcCYAIMixrzYmgIUoAAFKEABCuSCAIMiubBKHCMFKEABClCAAhRIXIBBkcSt2JIChS6gBzGWTp8Mv89nmKKucTYk2QL9+JnRLl9vD/zePvR2tCMcHP0YDb2/xWZFSdUk2NxuSAd3KBleTw2F0bmvFd0H9hse40AH/Tiao2qtGLaBSORHo+1k8NjGPfD6Q5FjaKpH+aCd9CAOdnR86wmIdXNSLTOi/7qffw27nn3Q9LqpFHRbBSytiH/0UCr3yOa+RoIi3UEVJ/y9K+50pi5YBD0kYrHFHsuid9SPagp4vZHjm/o62hEKjn70in4clMVqR3FVFRz6eyePDHrpYZGeA23oaG2JOyajDa5cMvrOQw1lThwzsyqm3LYDfdjc0oET6uUxwyJ6B1XT0O4H9vlVNHUr6AlG9xl5e28Ibd7xdxWxSAKKrQKOrrdiWaWE6cWZeWY9t70Lweock5NBkSgNgyJG3zi2p4BJAgyKmATJMhSgAAUoQAEKUCCLBBgUyaLF4FAoQAEKUIACFKCACQIMipiAyBIUKBCBx//+CL56+ecNzdbqdKJ6yjRY7LEfqpVQCLs3fQglPDIUYrMA9SUC7FbAZRHQEwC8AQ0tXRqUQ77h6sfauEtLUTl55N+s37t9a+Q4jIa58xEOBrGnaZOhsR8xyYojJlmiuysMuw6fUop5k4oH/8QfVvD0B3txQrWGIqu5O4s4vvMUxJpGQ+NOpPGdnzkJu95fl0jTCWsjCcB3jjTvOKIJG7hJN0o0KPLd1/rwdPP4O1/IVhuqGqbC7or11MNeLZs+HDUUYpWBulIBDosAlxXoDQC+ILCnS4W+uU/MJQhwFhVj0rTpMX+saSrad+9GT/sBTD5sbmTLjV3vv2eK0LRiCadMt8fU8thlHN84Cfq/B67Wbh+e3dwW2VlEf6by9Sq6a+u4U2NQJMrDoEi+vgGcV9YLMCiS9UvEAVKAAhSgAAUoQAHDAgyKGCZjBwpQgAIUoAAFKJDVAgyKZPXycHAUyCqBn950I/73jp8ZGtO0hYuhhzmGXx0tLejevy+yo8HAddbhEhqrRRw9S0SFZ/RbBBUNuzuAFzerWL9bxbqdKvoPfi/3lJahpKYGFutQIEWv7+/thaOoKFKw+b0NUEJhQ+Ovd0s4Y1bsx2m9wMXLp8bU6Q8qePq9XVg1RYbdxK/Tjv/+N8RJMw2NOZHGWRkUEYHvLGdQRF+/I6pkOMc4yWT5/R1xl1jfSUQ8ZMedrra96N63D3pYRL+qiwQsbRBwWI2IjzaKkd+PdmKLHhJp6dbwwmYF7+3R8OyHQ2ktZ3ExyqproAfChl/6DkEOT/S92/Xh+wj5/XHHnEiDSxc4YZNj0x92i4TjG6tRpqdbDl47O/uxc287jqmZ2ONgEpmDWW0YFElMkkGRxJzYigKmCzAoYjopC1KAAhSgAAUoQIGMCzAokvEl4AAoQAEKUIACFKCAqQIMipjKyWJpFtBUBR/+5RYcdtG30nwnlh9N4JSVy7GtqWlcHEEQIgGQqikNcJeVx7Rt3boF+gfkebUiTl0k4ezDYwMkwxs/v1nF4+8C/SFgSilw6dECypxjbw9w61NhPLVRQQB2VE6ZCtuwD9dBnw9Wuz2yu8GezZsQ6PcaWmBRFHD8ZCsay2I/Os+dVIyl+uAOXh39QTz1/l5cMtO8oygc33sGYtU0Q+NNpPEjN38T+7ZvjjT1tu6AEvLrZ5GM3jUcgho0ftxQIuOwCIAkAvrKSqKAM2eOPCIlkTr50Ga3V8UBX3QNllbJcB+ScXhnfxhfeq4XQTV2nSRZhqookfeudFJN5J+BS//z9t270NvZgakVAk5dKOLij4wdnli/R8Pf1mqR3UQqPcDnVgiYXDr2e/fLZ8NY866CroAVFZOnwHkwHKLfX9/FR5RkiJKItubt6OvsNG2ZvnK4C6FDHtdPHjYJ1Z6hUNeH+3rxRnM7VlbLmJmh42FMm/AohRgUSUyXQZHEnNiKAqYLMChiOikLUoACFKAABShAgYwLMCiS8SXgAChAAQpQgAIUoICpAgyKmMrJYmkUCPV14a2ffgn717+AFTfej/J5R6Xxbix9qIASDmPx1DqEgmMfeSFbrahrnIO+jg4UV1XFlNCPgNm7bQsWTRbw60uG/ua/3mjDbg13PKOixAXcdk40ZDHze2EM/x6+fKqAv10a/dln/6Cg0i1g5XQBZy4e+oitH5Nx7q8CaO8TUDl5SkxQJeDzQVPCaNkyftBlrJXX77JskhXLaywxTQ7dWUTfySDU3Y45JWOHYIw8XY7rnoNYOfJYHSM1Um27958/xxu/vyXVMuxvQGBBuYyyYZmZPV4Fn/t3LzoDh5y9BKB+zlxIFgu8XZ0oKq+IucvO999DOBjArGoB933OGgnlDFy/e1nF2h1aJKDziwujP5j3/TB8w06D0o+AeuFr0ffu0j8qcNqAb31SRG3J0HsXUjR8+n9D2NUJTFu0JOb+oUAwcnTTzg/eGzuIZMBloGmVU8TqwxwIDeOQRRHHz65C1bCwiB4UaWrrxUWz8i+AxKBIYg8OgyKJObEVBUwXYFDEdFIWpAAFKEABClCAAhkXYFAk40vAAVCAAhSgAAUoQAFTBRgUMZWTxdIk0PLKv/DWbVfGVC+ePh/H3PJ4mu7IsocKPPPkE/jiJavHhKlqmAZ3qb67hv7X/Ic+Ine07oHo3YcvHWfByQtiwxOPbdDw5Qeix2AMXNt+GN3tYNZ1YSjDPgJ/dKaAP3xWwh9eU3HDv4Z+UFUEvPaNkTskdHg1nPd7F6qmTI3sJKJf/d1d2Ldje8yRN0ZXemaJjBOmWiEerKn3P7KhDI3V0WM29Ou5pv3o6uvHudNSP/bCecMLEMonGx2mqe0ZFDGVM6Fiw4MiYVXDigdH342jrKYOJdXVkZoaNAgH373eA/vR27Yb/77WAsshRyHpwawzfxX73r38dQk1xQIW/iCMvsDQEKeVA/+5RsYLm7VIQGvgskjAW9+R4T4kf3HPCwr+tt6OioYZg0ff+Pu9aN3SBE0dGXJJCGOcRqPtLHLaglqUOobCaIGwiuc/2I0TJ1uG/Zcp1TtnuL8goOjOLeMOoqWlBa2trfB4PGhsbMzwgDN3ewZFMmfPOxe4AIMiBf4AcPoUoAAFKEABCuSlAIMiebmsnBQFKEABClCAAgUswKBIAS9+jkx90/0/w+YH7xj1b6Overg5R2aR+8P87S/uxC3fv37UidgcTtTNnhP52fCP1frvFwrrcdXx0Q/K+g4hT2xUIx+kD58i4Mn3NHzxr6MHRd5s1rBmo4ZAWENdiYBLjhIjNXZ2AsfeFh4ch34sxvNflRAIAX99U8XHGkXoH7f16+1mFTf9xwVb9fTB9voH9P27d6W0INNLZJw8begLuR4a+fisKtSWOCJ1Q6qKJ95rxTkm5Duc338JQlldSuNNtTODIqkKGu8/PCjyozf78ehW/4gi+rEuDfPnQxDEQ/NZqPGuw7dPtqDCE+32YpOGoAocP1vAB60aTv3F6O/d5n0aHnpHhTcAlDoFfOYoMXIEjR4e0UMkA5fVArz9bRk2GXhknYo51QIW1EUDWVv3a/j+GgvCFbMH2/v6etC6Zfxgg3ElQBSAqxa7MHw2DquEU+bWwGkdCmr97a2dWFgqYn6ZecdCJTNes/qIpTVw3/jSuOUYFInyMChi1lPHOhQwKMCgiEEwNqcABShAAQpQgAI5IMCgSA4sEodIAQpQgAIUoAAFDAgwKGIAi00nXCDc34cnLp43eF/RAUhFGkL7oh8kF1z6A0w9+ZIJH1ch3vC711yNh/78xzGnru/c4S4ri/l5f0cbHr14/+Cfnf5LBRtbNMgi8ODlEubVCLj2QRVrNqr4xBwBxx8m4NzD4x/Z8uOnVLy8VcP7rRruuUjCsbMFXPOggn+s16DvdKCHSr58XDRYon/gvuzfcyEM2wGkc29r5JgOT0Ul2pMMjXxxsWtgo5LI/CyiiAuWTRmca4c3CG9HG6Z7hnZXSea5cd74CoTSmmS6mtaHQRHTKBMuNBAUufd9P+5+t3/MfqWTaiI7ikTCIgev/p5uPHLB7kiIIhLaeFzFS1v0nX6Au84XceoCET96UsGf1mpY3iDgY7ME/L8V8d+7O59VI4ET/b377ikSLjxCiBwZpf+jv176MVADR0cFFQ2fWTMXgjhUd9u6t6EfT6Ufj9PR2pKwRbyG+jyvXuJCKDrFyFXmsuLUebWDv9/R3oeXtx3AxXlyBI08eyWcV/1hXBoGRaI8DIrEe4P4cwqkSYBBkTTBsiwFKEABClCAAhTIoACDIhnE560pQAEKUIACFKBAGgQYFEkDKkuaIvDERfMQ9vUN1io9RQUOfnPUgkDXv6N/i97qKcWJ960z5Z65XuTf//efwSksW7YUpSUlpk3pI3NmorOjfdR6egijetoMOIuGjl/5+XEfoMwxdNTE1Q8o+NeGoS+5f/x/ElbOGAhRCJCCtRAUNwTVGTkaZn9PACFFQSiswWaVYJUElHvskfurUjc0qQ+a3AVNCEb+TD8WQz8eY/g1cIyN/mc/fa0Sb7ZXDf5YVZTI0RhKOISWpiaEAiN3bIiHt7jKgpV1Q0dcVLis+OTcWgyc9PHvD/fCIwRxdHXyuxg4f/gahOLo0SKZuhgUmXh5PSjS4g3jc//uGffmlfWTI4GngeuGIzehsWJo54/p3x36td7mh2dIWH1E9L2LvG9KUeTfouqK/Flbtx9hRYF+3I1FFiGLIiqLou+dJvVG/lEs+wbvd/1jKv74+tB7fuf5Ik4bdsTUA+8V4dEdQ1vr6O+bJFsix9C0bm2C3+s1DfcbR7jhDQ/9N2BOtQdHNBzcXkjf6UfRsGnHbiwsT/1IKNMGnWQh+7nXw3rM+CFJBkWiuAyKJPmQsRsFUhVgUCRVQfanAAUoQAEKUIAC2SfAoEj2rQlHRAEKUIACFKAABVIRYFAkFT32TYuApmHLo7/CB3+6OaZ86WlDHyP1gEjXUwK0cPSD5yn3vQ3JM/RBMC3jyoGi8xYtGRzlfb/9DY5YtmzcUe/cuRMbNmzArl270N8f/WDrdLpgtVpw4MAB/VMyioqKUF5ejuuuunzMWuW19SiuGgphiFoYfzptU0x7fTeC2/8TXcOfnSvhjEUCBNUGMVwBIVyKPh+wp6MH7zTvR0+f/qF65O2cNgGlbguWTa/FpGIHZEmEYmuGKnWi26/ie4+pg2EU/WiMD68f+iCsacCn1wztTgNNjRyFI4oiQn4/dn34flIrfOWS6Af2gWv4x+n+YBiPbWzBcZME1Drj79gw2gCcN62FUDQUBEhqkCl2YlAkRcAkute7RVz5bA86/KO8CAfrFVVUoKJ+aBcbQdPw59Nin+PhQZFvnyjh0o8KEGGBEC6HFKxBf1BBS0cP3m7eh64+NRLMOvSyWwSUuCUsnVqDujIXZGsQqtwO1dKBQFiBvsPPfa9Gx/mvK2XMPWQDnNWPD3vv9KBXWIEo6yGtMJo3bkhCZ/QuRVYBVyxyxYRFVkyvwIwK92CHv77RjFMbLCixprbTj2mDTrKQ65uPQaqfO25vBkWiPAyKJPmQsRsFUhVgUCRVQfanAAUoQAEKUIAC2SfAoEj2rQlHRAEKUIACFKAABVIRYFAkFT32NVvgmauOhbd1+6hl9WNnnPM1yMUael4UoQaGmlXZBcwtFSJHLdhW3wzp8FUQbE6zh5eV9bZt244dzc2RsX3pK9cMjnGsoMjDDz+Mm266CR1j7A6iF6ipqUFra+uo89U/r9p8vXCXlKBycgN83j44PUM7ify/eXtwwtQufPMRFQ++reK8pSJuPis2JCEFGiCGy/DCpma8v7MPytjfwuOaexwiFk2twKKGUijWPVDljsE+29uB8/43DEUVcPdqEYdPEfHdlxqwq28o3KHvLKKHRJRQKO69RmtgkwScPcuBMsfQh+fTF9Sh2GGJNNc/uz/5fitOr01ykpf9DrC5IFqssBenPwzVf2Dkujc9+yh+85vfJuXDTsYF9GdqzY5h/4EbVsLucqF2ZiN8fX1weDyDPzmpYT8umd+Gu56NHgVz1DQBv/+sBGnYqycF6yCGKrF2awvW7+hCMHazEUMDddgEzJ9ciuUzqqBY90K1tA327/JpOOdXClp6gJ+cJeG0BQJue6MOb+8f2uFI31GkZUsTAgcDaoZuHqfxlw93YXjepchuwRkL6yK9FFXDYxv34Owpye/yY+ZYk6klz/0YnF/4XdyuDIpEiRgUifuosAEF0iPAoEh6XFmVAhSgAAUoQAEKZFKAQZFM6vPeFKAABShAAQpQwHwBBkXMN2XF5AT2vfkfrP2fzxnurH+e/3htbBBBsLlgu+zXkGavNFwv1zrccdfP8b/3jPyIP1pQpLOzE0uWLI47xfGCInpnu8WKqQ31kd049GNi9KNnBq6/nPpeJPgx67qhr9Brvymj4uA3bX0HkUBvLV5p2oVNu807duKERTVonFSGkON9QIx+ZP/RkwrueSm6Q4Ke23jvehn9YQnffG4q2gPR4zTCwSD2bN4UOYIm2avYJuK82Q5YD357LnNZcfLc2khwSb86vEG4fW1wycZ3MXhhrxrZXaXYCiytSG5XEiPzeqZlZKDFJgL/2Gb8aB4j92XbqIC+wk6L7h09Umn4JVksqG+cA/3f0LfIOfjeHVbWh/8+aidEQcPwHUQeuEzCsoboMyeGi6H2T42ERNZt7zaN+6OHVWDB5Cqozs3QxP5I3b+s1fDdfyqRX+tBlaYbZYQ1AZesGdoBQw9o7WnaFNnNx+zr7Fl21LhjgyAXL586eJs93T5Uhbtgy9GsiG3V12D75BfisjEoEiViUCTuo8IGFEiPAIMi6XFlVQpQgAIUoAAFKJBJAQZFMqnPe1OAAhSgAAUoQAHzBRgUMd+UFY0JhH1ePHHR+Fvoj1XxqCoRzqHTRUZvZrFBnn885JWr8zI4kmhQ5KSTTsSHH36Y0OLEC4rMbZw5ok6RJYRbjt0Kj1XBVX9TsWZjNHDw47NFnHu4GDlmRu2dg2fe346trSM/DnuDCjr8Cg54x9/mQA9f1HosKHXIkAeSGMNG84mFkzC7pjyyw4EXe3DhbxWs3xMNi/z9CxIW1UU/nF/0r9lQhaGHZ9v6d6If31O4hh9DIwoCPn1Ew2C1B9/eiVPqRcNHXmRDUKTMJmBBeeJf1dftD+P+ptg1PnpEteoAACAASURBVHO6DUdOiu6yYtYVUDTc8Hps2Gh2qYzPHhYNAeXa9VJLCF9/qRfKKI+hzelC7azGmFCWPj+roOC+U6Lv9S1Pq7j7heh7d+XHRHz1BBGybzaUsAOvNu3Chh29I0h8YRWd/WHsi/PeCRAwySOjzC7BKo8MLC2fWYZl0ych7FoPDRq++FcFT70fncjt50o4fZGAnqCEr/zfNPg12+A4mt9dD0VRYLHaEAqOvotKMusoSwIuXzi0q5RNFrFqQR0cluhz/MBbO3F6gwxnEuGtZMZjZp+iOzYDYvz3kUGRqDqDImY+faxFAQMCDIoYwGJTClCAAhSgAAUokCMCDIrkyEJxmBSgAAUoQAEKUCBBAQZFEoRis7QI6MfMvHHzZejd3WS4fvWyT2DJsiMQevGP0DpbEupvPf2bkD9yHgR3WULtc6FRokGRqVOHQgvx5hUvKNJQXwunwzH40VoWVNx09HZM9kTDAfqRM/rRM/qGB1t/IENQnZD9M/D755vQ54vdsULVgAP9IezpMbajh/7hutguYlrp0EfngXnNm+LGMXOmQHGvR29Aw6IfRMMn718nw26Nttqwz46b35gGCNGP3t6uTvj7+uCpqERHy2709/TEYxrx8/PnOFDhGPqIvnpZA6SDYZb39najo7Mbx9XE/8A7vHBKQRE9E2Mw+zLajiIMihh+FJLqcNwjnegLjb1gFfVTUFRRMay2hm8csROLq/oif7Z2h4YL7onu5LHthzIEzQZ/xyz8651taO+JDWDpd9m03wff8DNaEhi1/khNL7WhyD7yOW6otuPUpdUI27chpCiYfX30ni9/XUJNcTSg1dJrxdeemwaI0ZCWfoROX0cHKqdMQfvuXeg+sD+BUSTW5JqlLgSH/eemrsSJ4xqrIp3X7e6C39uDFdXmhpcSG1lqrYru2ppQAQZFokwMiiT0uLARBcwXYFDEfFNWpAAFKEABClCAApkWYFAk0yvA+1OAAhSgAAUoQAFzBRgUMdeT1YwJPHnJAoS8xj/IzzzrC5jz6W9A0D/yqwoC912N8PqnIr+Oe8lW2K/4HaTGFYNHN8Ttk8UNfv2b3+CJJ56KjLBp69AHxOFHz7zwwvO45JJLEp5FvKBISbEHtVXVwMGTVL60ZBc+Uhu7jj95SsXH5whYXu+BHJiBPR39eHRtc8wY9veHsbc3GDlaJdmryCahtsgCxyG7HEytsuPkZZVQ7Ntw7ysKun3AV46P3QnhgY1uPNo8FKBRQ2GIFhmqpmHvls3we40djVPuEHFeox3iwXDIgtoSLK4viUxNUTU8umEPLphq7PiZlIIiSaAyKJIEmgldDvg0nPLPznEr2Z0u1MxshHDw+Tq/cS/OmNUe00d/75ZOFXD8LDtk/yz84fktI8JZXb4wWnrDCOhnRCV5OS0i6ootcB/coWOgzOc+Pht2exBh+1Y8+E4Qze3A106Ife9e3WXHXRtmDN5ZCYUix+nox1i1Ne+IhLbMuE6ZZsW0ktggyMARNCFFwz827MaJdRKKrcbeSTPGlkoNBkWM6TEoYsyLrSlgmgCDIqZRshAFKEABClCAAhTIGgEGRbJmKTgQClCAAhSgAAUoYIoAgyKmMLKIAQH9qJl1P78Wra89aaBXtKm7djqO+OZv4K4fefTJQDFl08sIv/wXhN9ZE7++KEGadVTkWBp5ySnx22dZC/3D6tKlS9HR0REZmau4dHCEA0GR8UIiTz31NGbPnh13VuvffhNnn3EGFEmOhCDmzBz6yFsidOOXp+zGE++p+MoDKmZWAQ9fFt25Q9As6Ng7A4++sR2hYTsXtPvC2N0dhL6biFmXwyJiWokNtmFHSUTCIounQ3Gvi9zmyfc0XH2/EgmmvHudDJcVOP2+Urgra0cdxrZ1bxsenr6LyhcXuwb71RY7cPzs6sjv9SM5fG17DH2YZlBk7CXIl6Nn/vtVL/69c/xjV2pmzILD4xnEkBUf/nD6NqzbreHsXymRHTse/i8Rk/SdOzQRgY65eGjtFniH7eDT41fQ3BVEOMUjloaviFUSMbXECpd1KAxSWSzjrGUzgeINkabrdmm4+F4FRQ4BD/2XGBnrufe5IFc0DO5KpCphiFJ0l5Fk3ruxnhK3RcRlixwIHswQzqpy46ip0V1Z9PDWP9/dg3MajO3yY/g/CiZ2EIqq4Lnp1YQqckeRKNP/Z+88oKuqsj7+v+W19E4SElIgCR1CEysqSlPHXhh1RFREHBVnHMv4jXXGMk0cFPvojH0UERUUO82K9JYEEkp6QkL6K7d869ybvPeS95JXkpAQ9lmLpby7T/uds1+y2P+7NwlF/LouZEQEep4ACUV6nimNSASIABEgAkSACBCBviZAQpG+PgGanwgQASJABIgAESACPUuAhCI9y5NG803g299OQ0PZAd+GHSwGTZqO3DuehiHEFSztahDHF89D+u4dKNXts1h01sdw7kIYTrsGXMzggNfWVx327duHc845xzm9N6HIvffeg3feecdjiSkpKdiwYaNfS//g3bfxx9sWQTKHIiklBeFhuhBCtrbg2ZlFMAgKpj+loKZZV34svZLHeWMEiNZhePWrQ2ixuRQh7P+2ljX7NW+gRiLHYUyipV230UPCcep4Gap4FBc9L2N7sb6WBafxuHcWj9e/l/BOXhIi4/WSFKypigJZlnFo145Al6DZM6EIE4y0tWlZCRgSHaL99ef8Qzglwf/ANAlFOj+CgSIUmfKuLvTq2HiO07LbsJY5foLzseyQ8H8n7cOIQTLOe0ZGQaVu84cZPG45g4dgS8PbaytxtLF9hqUtveR3LMHJuET9fre1IfFmzJlqhmKoxB3/k/Hxdn2NM0dyeO7XAr7NU/DYt5Fg5XTamsIyQnE8DmzbEpTfddZpapIBExP1mlPMLWeNTEJcmF6yKq+iHiNMgWUO6tHFBTiYYfJFsPzmH371IqGIjomEIn5dFzIiAj1PgIQiPc+URiQCRIAIEAEiQASIQF8TIKFIX58AzU8EiAARIAJEgAj0BQHppw8gbVkFeefX2vR83BAo1Yf0pYhGCMNPg/n6ZwBj+wBlX6w10DlJKBIoMbIPlIDaXAd551fIf+73KKxXEGgSCdESitzbn0LilJmBTu2019awZTVs7/zRrzHYW9uW370PLjbVL/u+Mrrrrrvw/vvvO6f3JhTJyEjXSjq4t7S0NKxdu86vZS9d8hQ+Xf2Jp62q4tmzdyE6hMPEx2TUtopExqZw+OBmAabm8fguvwRbiuqcfQ/V2XGkWepy3uzBHEamcjhlJI/w1q9UViGjql7FN9sUbCtSUddFXJcFrYfFmBBqdIkxrj1jGMLD7NhYVoC5r7iC53fP4LHwDB6vrJfxSUk6LOERzrXJkoSDO/WMCIE2NvXVI0IQYnCpRdpKXuworQNvrcf4mPblODqbg4QindM/3oUimyocuH1dIyQvqXWiEgYhJrlNtMb813WXHp2yE0PjOS2TCMsowtqgCOCrxSIiHWOxs7gGa3dVOsGVNzpQ1uDo8hqnxXMYnc7htJEcosL0uRQFqGkE1m5XsP2AgkqXK3uMxYRRLLNIlFnPCsLaxSelITnGgP3W3Zj5tARbq+tfOZHH4xfz+HyngqVbkhEeE+vsw4QxPS0UYYPfNiG0XQajNn9kz3YVFmNMjP/irUC/D3rSPuzRjeCjEv0akoQiOiYSivh1XciICPQ8ARKK9DxTGpEIEAEiQASIABEgAn1NgIQifX0CND8RIAJEgAgQASJwLAmw4LYuEulQwsISCbS0j5hwlggIY6ZDzD0Pwujpx3KZ3ZqLhCLdwkeduyLgsELa+TVs/1kMWbJjbZlLrGCIA0LGKVCaODRt5aBYOx/ozKe/RHhKVo+wVg7vgGPj25A2vu17PI6HkH1yvy1Lc/Ell+LgwYNwOFwBYJ53BTuTkpNgMZvBso50bOHh4WAZRf73rmemkY62c2bo32dMbMK5pcmoKj6ML26u157N/Jcrq8HymwXkpvI4WpaD934ohLtGpauMBmYDcMZoHhef0l5AYZdUGN3KybDg9VMfSthX1vkRijyHnFgTjKI+VkqcERdOzIIjdAt++46C1TsV7fMnL+Fx+QQeDVZg5hIJScOyYLK4MiMc3LkDstR1gL2zVYyIFXH2ED1rAWtXTRoCA8/DLiv4dEcJLksnoYhvJ+za4ngXikxfUYsGu3fpXMa4XM3fVFUBx7nuSl1lBVZdX62BWfCGjC/36v3/eZmAi8ZzcNSMwZsb8mBvFWXUNEtgAq3OBHrMV07K4XDN2e3vI9OuMNGVe1u2SsbOg2o7n3Z/zr4exrtlFokKE3DVyTlQwrfir58reH6d7ne3TuPx+3N5MAHYqU/YkZgxFCERLpFW8d7dsFu7+KEQxMWZkWZCVoxLxPLryWkQWr/PVm47hF8NMUDosN8gpunVLnziMITdv8bvOUgooqMioYjfV4YMiUDPEiChSM/ypNGIABEgAkSACBABItAfCJBQpD+cAq2BCBABIkAEiAAR6BUCqgK5cDNsryyE2nCkR6YwzL4D4uSLwMen98h4vTEICUV6g+oJOqaqwL78UUi/fAS10VVKoS0jQhsVMRYIP1kPGLKmSsDRzzyD5jlX3onsy+9AuxoePYyWZRiRN62EavOvFIrpqsc0n+4P2YMmTZ4CSeo8O4fBYNACzXa73YOaIAgwm03YuGGDT6KaUISpPdxEIkXbt2JkkopX5unlHNo3DmLzSCz7rMD5sayo2FNthUP2DFebjcA1Z/GYOKz9HdhfqeDSf9m0MU7J5rHsNy7RRdvALXbgdy91ziA3ySX6CLfwuPqccCiGKq97nvoXfS6D0YTUkaOcNtamJphCQjSWR0pKUFdV4ZNZm8GtuXqJHm1cnscluSkwCjyqGm1IlvRgv69GGUU6J3S8CkXsiorfftOArdWd393Mcbm6OIvX/cJhs6I0Pw+RZgWrF3vzO0C0ZmHZalepra7KPDGByL8WCh5fry0O4PRHWyApwJAYDh/9zuxxAP9br+Cb7a7vcHeDaLOA9GiXrxpEDjfOiodsLPZ6kKc+btMEI6nDR8FgdvVzWG0wmIza907h1s2+3MSv5zkxBpyTprMzi0xYM1jzy5pmO7YVlWP6YINf4/SVUcjClyGOOsvv6UkooqMioYjfV4YMiUDPEiChSM/ypNGIABEgAkSACBABItAfCJBQpD+cAq2BCBABIkAEiAAR6GkCSlk+rC/eBLWtnEwPT2C89AGIE84HFxHfwyN3fzgSinSfIY0A2Fcv0bLvqEcOe+DYX6/iYKNLIMCbgYjp7C153VSq4dDwXftXuVm5mdlv7D4maFVbE+RNH/lflsYSAfMd74IfPPyYrK+zSf7yl7/gpZdeavfYW+mZ9PQ0jyFuvvlm3Heff2V4brnpBhw8eMA5huSw49Cunbh7tgGXTPAU+PBSDARrGp79fJezz+F6O6qbPIPiEaHAbeeLSInz3OXBIyouWmLVNCrTcgQ8fa334PiqnxR88rP3oPXIeDNMrVlF2AyLZmVDCmHr8hSsXPqsHSVH9c8zxo53Bug7riyQoPWFWWakhLmyvIxPicKY5ChtSPlIMcx+pDAgoUjnbnY8CkXYDXv4h0asPugp4HLfaeLQLISEh7t8aO9uOKxW/HqqgNunuzJjtBnwcigEazaeXePyu8omCSX1nvMYReDmWQJGpnmm0LA5VJz+mA12h4rMBB4f3O4p0GJzrtuh4J31itfsIkNjTIgwue79olkjIVt2QeU8s/Pc/qYDPx1QIBoNSB6WA9Ho6ee15WVgf3qiuYu3JqRGY1RSpDbsZ7vLMCe5J2bovTHC/74DnMklfvM1EwlFdEIkFPF1U+g5EeglAiQU6SWwNCwRIAJEgAgQASJABPqQAAlF+hA+TU0EiAARIAJEgAj0OAG1pgTWZddBqdjf42N7DMgLEIafDtP8ZwP6h/7eXhgJRXqb8MAdX6kshLTpI8i/fASlsqjTjbLA6PYjCo7oCRu0ZhqiImS0CsXGofEnDnKD61loUgYm3/MiwlOzjyk8pbxAE7s4vnjer3n51DEwnDoX4qlz/bLvaaMLLrgAu3e3F9NYwl3lG5587C8YO2YMzjxzmsfUV111FRYuvAWpqak+l9VWeoYZKqqKsoI8SNZmLauBwHO4838yWBaCZ+byiLJwEFuG40C5Hau36BkErJKCPVXey0g8+GsBidEcWHBaEDi4aTq0vi+vlfDqOgfeWGhCRnx7UcrRZhXNdiA5isOK7xV8vtlTLMKC1Sxo3dZunTEKsvkgFLEGn2xX8fAqGX+cJeDiXA7LvpHw3+9kzdQSFo7EzKFOsQgrPyOIeraBsv370NKgl9zx1QaFCrg024y2cLzZIODyXJ15wYHDGBnlu/zMQBGKZEQIiLf43q8vpu7PWXmUTZXtxQc50SLmjfDMghHIuL1p+9LOFry0q8XnFG2lZ5ghyyxStG2L1ue1+QZkDeJx/0oFu8oUPHOViLQYQLRloPaoGW9v1H+fkRQVuytb4CWJD27/lYARqRwOVCtIiuRgMrQXjHy8RcbzXzvwyCUGTMxwCT7YuE02IERP9IH1u1S89a3uM+7NLPIYEe86gwXTR0CwVEI2luHHIhV/WK7gqskcFk3j8fE2GX/5RBeRGc1mTSzCi/qcssMBwaD7XVXxITRU+5eFpyu47kIRi0HAxeNStO+xgspG5BjdfhD5PKFjbxCxNLDfVUkoop8RCUWO/V2lGYmARoCEInQRiAARIAJEgAgQASIw8AiQUGTgnSntiAgQASJABIjAiUSABYGlLasg7/y6x7fNgsXyLx9DtTb6NTYXEglh9NkwXfOPXi2t4WsxJBTxRYietxFQW+oh7/gStjfvBhTP4KAvUmvLFK9BS/d+579fBI7r2WCyr3V19tz+0ZOQvn8XamOtX0OwsjTCpF+BM7nKjfjVMUij8bkTguzp6rZ1i2dJh00//4T4+HiYzBYsvm0R6uvqtA7ub/Vfe7KIW88WcMnzMrYW61k4rprE4bGLBEi1Y/Da2jworbqNreXNXrMOnD+Fx3mTeTy1xoH/rNcDxX+6yIhLJ7UPTHvb5EVLbFqQm7Wv7jEjNpzDH/8jo9Ytc01bvyiLiIwoPUvBiNRQnD0yTcsqkvlAi3NdS6/kcc4IDjP+YYfNLfFJ5vj2jGVZwsEd2wPiPihEwGU5rqD5NVPSwIHDV/nlOC1aQliHIH3HwQeKUCQgaN0w7s9Ckd01EuZ94V1kZA4Ng7WpURNJpGQNh2jSBU6NNTWoPKRn9DlrOI/HLzXgzvdkrNym+90pmRzeunYQOFsK/rN2D5pt+ufbK1rASj51bCcN5zBvuoD3f5bx55V6tpH5p4u4fabvsiu3/deO9fn6d/+rN5mQm8bjyfdkHKj0nCfEwCMnTr/3g2MNuGhSNhyhWzDlCQnVrb8m/WEGj1vO4HHZMjuKa11juItkWH+71YrivD16CaxutuQwARdnufwxzGTAxeMGa6PWVZQi2uSZZaWbU/ZYdxKKBIeShCLBcaNeRKDbBEgo0m2ENAARIAJEgAgQASJABPodARKK9LsjoQURASJABIgAESACfhCQd36lCUSkn1b4YR2cSejSIsBhg5y3AdZXbwPsvt8YZjNxUYkQx82CkHsehKGTgpu8G71IKNINeCdK17Z7/fIt7BXvoHddZVWxo8Z7oE/gOIyM5pD+UueZSYKeuDsdJTskJo559bf+BSkNZphvfhlCzqndmdWvvqNGjfawEw2usg2TJ01EdHQ0Vq9e7WGXmZmJ4cOH429/+2u7Z1s2b8YD998LWZYxKCkJFWWucg8sowHLbMDakquMmDqUQ9YDEuRWQciTl/C4fAKPPXsHY/3uKue4W8qaPeZnWUTuv4qHyHN4bYMDSz7T1RlLrjHizOG+hSLzX7Zj8wE9YP3dAxYtw8HWQhUvfOopYGKijPFJFs2Wldy44axRgPkwzn2+AvkV+n5+PZnDny8U8Ns3Hdh0wJWZJDZ5MCITBrnWr6oobM3s4NchtRqxwDQLULN2VnYCUqJCsL+6EUpDLUZGdy2MIqFIIKSB/ioUKW1SMP+LetTYPDPfaJk0snKgSMyfFJgs+n1lrWj7Vqitqqu7Zom4bKKAk56UUNWa/IJl5bj39GwcqgQ+2XSoS78LNXN46GoeYWYOX++W8bu3dKHIXbMNuOZUz3I2Hck/9IEDH26WwHPAisVmpMVyOFwFPPG+5BSGuffJTWotk8IB86ZlwxizEwvflPH5Ht3vTh3K4fXrBTzxqYQPN7t8NzwuHvEprmxHdVUVOFJSEthF6ML6ihwL4kNcfnftlHTNevu+YoyP8/3902MLCWAgLjQK4U/8EkAPgDKK6LhIKBLQtSFjItBzBEgo0nMsaSQiQASIABEgAkSACPQXAiQU6S8nQesgAkSACBABIkAEuiKgHN4B63PzoTZ0I0250QLz9UshjJiGpsVZPoFrQpEOTT1aDmnrp7Avf8Rnf3cD46UPQJz4K3DhsQH1C8aYhCLBUBvgfVQF9uWPQtr8MdSGI0FtlrOEQxhzDkQmgBo9XRuj6bYMsPDgN6XtA6WxZmBcjB608+ZHQS2glzppojMtM5Gn+MLblGLuHIin/rrHhSNMsJGRkeExZWhktPOz1155CZMnTUJ6epqH3c0334z77vtju89bWppx6YUXaJ+ZzGbYrHq5GBa8LsnPg8Puqh30w/16toO5r8haKYkLx3F46nIBvBSLVz9t1ErJsGaTFOz2UnZm2SJRK13RVStrENBk57UsNEZRRYRRRWxI15lsthWpeH61p40zYA3gpKxoTBqagLzm7bjoORlNduCFqwWcM5zDZzsVPLSygxiK45A5Lte5VJZVpLQgDw6rWy0lP+5bW8kLtu0Lx6Ug3CTiy73lODNOgkXsHAYJRfyA62bSH4UiLLPHye95z0zEcRxYBg2Ppqoo3V8Aa6OefoP5y9d3mWAxAvd8oOC9zQpyUzm8t0CAqTkX7/6wF9V1+t1niUS2lXsKtJ5aIMLsI3FIOfM7BwdZ5WDgVISZFMSHeopb3NdbekTFo+907Xc5qSGYNqkR9TYJs5bKKK9T8X+zecw/lceuEhU3vKaLVtybe0YfJpYpL9yPlsbul4dh3rYo15X56cKxgxFhNmD9/mqMC7chytg/slq5s7DMfQyGU64MyBlIKKLjIqFIQNeGjIlAzxEgoUjPsaSRiAARIAJEgAgQASLQXwiQUKS/nAStgwgQASJABIgAEfBGQCnLh+3FBVCqDwYNiJWDYcFtcfwswKi/DcsC3L5aVwFupXwfpM2fQN70IZQqP9fGCzBd/VcI42aBM7W+letrEUE8J6FIENAGcBf76iWQfl4Btdr1ZnpA2zWYNFGE+fpnAKPrrXh3P/qhUkFza3mPtDAOmREs54Pe+rtQpI2F44vn4djwBtQa/95yN/7qHognXwEuLCYgnMyY+eiyZcva9VMUBWVu2T7aHu7O3+e0C1QoUlx8GAvmz4MgCFAU2VnloWx/AVoa2gdn24QiNge07ACzR3MQeUCwpeK5VRXONVQ3SThc7xkAfu7WzrMXsCB3RZOIequneCIlQkaosfOgNROV/HaZW+2Y1pWMTwpx3rEhCSZckDtMK4NRUquiphkYM1ifa3epgvmvembNGZydA1OIK7As2e04UlqCyPgElO0rgKp2HUhnY7cJRdj/jxkchfGDo7CrvA6htnpkRXYemCahSGAu0x+FIk9uasLy/d6FRbwoIn30WI9NVh8+hPojLrFrQgSHj27TMwaxLD5f5ak4fRgHCxN+1I/DS1/tcfpsvU3G/hrP+bryOzZudROPIy2eGTUSw2REmru+47c86+l3oxIsMAq6b0WG8rjqHANUoQFHmqBl8zk5U3/WYAXO/YfnehMzMhESGeVko8gyKoqKEBkfj8rDBzURW7DN3R9HJkZg4pAYFB1pQktdLUbH9L+sImEPrwUfkxLQdkkoouMioUhA14aMiUDPESChSM+xpJGIABEgAkSACBABItBfCJBQpL+cBK2DCBABIkAEiAARcCeg1pbC+tLNUA7vDBqMkDkJQu4cGM683mOM7gpF3Ae0v/+wJhrxO9uJwQxx9NkwXfc0IPhODR8oABKKBEps4NkzsYO0/XNIPy6HUrwruA3yAoT0XJhueRWcOczrGG1+xEQim6oUqOAwLam9GOB4EYpoG1QVyPnfw7rsOkDpOtOFZi8aIY45ByYmovGVTsON4IYNG3DNNdf4dS7dySjCJpgzYzoMogEOySWWKNy62WPuNqFIxweidRiWrXaJjA7W2VHTpgpyM+4qYF1cL6LJ7j3DBvt0cKSMUEPnQWtvAevh8WZYmJIFQHgIj9+cPkITinRsTTZg+t89A9aCICI5KxsGs9mzT20tKg8dcJbl6eygbh4XqolpWAs1irhkfArqWhzYVlSK6cmdf7cPFKGIgYdWaqgnG8tbY5Xal7Pqb0KRN/da8fQ2z+we7hxY5gwmzuJ5l0Cho99NTuex9Grv6UDqyofj3e8KnUOWNThQ3ugpeOrK7yqbBNS2dC5YGhQmI6oLsYg3v8uINiHKrO+JfeXdfH4EFIP3TG9T/+LpdzzHIXFoFsxhbj9TWPkrjoO1qRHl+wqgtJbDCvRe3Tw2FGIrbrNBwKXjU+CQVazdU4JZqT3/u1ag63O35xMyEfanLwIegoQiOjISigR8dagDEegZAiQU6RmONAoRIAJEgAgQASJABPoTARKK9KfToLUQASJABIgAEThxCeilH1ZB3vl10BD4xCxNGGKcs9jnGD0pFGk3mcMG2+u/g7T9C0D2DOp4WxgXnQRx7EwYL3vQ57r9MSChiD+UBpaN2tIAeccXsL15t38Ch062b5h9B8TJF4OP9yxt4q1Lr/lRPzkeOW8jpI1v+V2WhmVeYWVpWHmartqxEopIkoRfzZnp8HLWAQAAIABJREFUXIq1qanTbBltQpHRj0hadoM9D+mBVUPTeDy7ZrdzjO0VLWBlN9zbiFQOt//K+xv7zDK/2kdtDAA5cZ1/X3oLWCeFG5AY5hr3mtOzEBK/S8tsMPlxCROGcHh/gb6mC5faUVHffs1t6zeaLUgZPsK5HZZZRDTqWR6K9+6GvbVcj7fzTArlcUm2K8vOtVPSNTNW7uLs2M7L2AwUochFmSaclOj7bANxZ5us4qEfm9p16U9CkbxaCdd+Xu9zS+4lViS7DSV5eWAljtzbFZMF/G6G7mdTnpBQ2wwUPKL/fcfuRHy/t8ZpnldtRbOjvZgqLoLDo9d2nikjr5t+t2iZ5Mxo0raQ2BARQyJ1/2Bt0ZzBkMxFsEnAiIckZMZz+PIOfU3ehCJt/YaMGg3R4BpHdtghtP7dm5DNJ3AAcRYeVw53+WN6bChOHxqPrSVHMSG0xZ8hjplNyM0vQmwt4RbIpCQU0WmRUCSQW0O2RKAHCZBQpAdh0lBEgAgQASJABIgAEegnBEgo0k8OgpZBBIgAESACROAEJSDv/EoTiEg/rQiaABeVCNO8pRCGTvJ7jN4OcKvNdWB7s71xFzwiLZ2ssk3oYjjpUnCxqX7vpaMhCUWCRnf8dXTYIOdtgPXV2wB78IEww7R5EHLPC8iHGKze9qP+ciCsLI30/Tt+l5kynLsQhtOuARcz2OsWekMosnDhQtx7733t5nvm6aewetUnzs8O7twB2S2ziLsxE4owgUjWA3ow+6f7RMSH8hCbxuHZNa6sNFvLmtFRcnH6KA5zpwl4/msHGm3AnTMNzjf7mx0cDtf5fpvfXSiyq0TBkjUObZyRg3l4E4okhIoYHOEKNF9x8lBEJe3BXz9X8Pw6PaBe+Gd93rkv2lFU5V0owp5njBsPjmufeaGp7igqilwZHTq7iywwzQLUrLUJRfZWNCA1KVH7jJftsDRXteu+s06ArMgwm8xIarXrzbtedEAvj1ZjU1HcmggjKVTAjJhGv6fdWiXh3QJrO/sTTShS1aJi/pd1qGjuumRLVEIiYpKTNVaKrKC0YK9XwdG8UwUsPFO/o5n/p/vdBwsFjE/hsHl7AjbtO+rkvauyBXZWh8mtDU/hcMeFAt7/Wca2QzLuPs+I8NYEOZIC7K/xLeJx97viWhV/+8SBK08ScUo2j3telVDfIXFKpFlAZrTJuYpFc1Ihmffjf78ouHdFe7/rSihiNJuRPCwbrEyPe3NYrTi81yVM8/uCthpekWNBfIjujyLPY+6kISg92oIUuFgGOmaP2/MCwp/c3Gmmrq7mI6GIToeEIj1+K2lAIuAfARKK+MeJrIgAESACRIAIEAEicDwRIKHI8XRatFYiQASIABEgAsc/AaUsH9ZnroFa3z5wFtDODGaY5z8DYcS0oEu3HOsAN9u3tGU1HJ8+7f9WRSNMcx+HOH4WYAzxux8JRfxGdVwaaqWOtqwK3odaSx+JUy6BEMQbze7QjrUf9YcDU1vqIW9eBds7f/RrOVxEAsSTLoHxV/c47XtLKHLPPffivJnnaPOIogBJcpXPqThYhKba2k7XzIQiNc0qJj2m91l5i4CxyUaIzaOdQhGWSYRlFOnYZk3k0QIFT3yiZwWZf4aI22foQWpW+oKVwPDVcmIdQGsVk5MetsLmUGEycPj+ATMWvyDB0aESUKxFxJAol1DkwknpGDQkH4vfk/HRNj2g3iYUufm/dmw73LlQhNlGxMYhLnWIc5nVxYdRX+3751SIgcP1o/Xv5/EpURiTHKWVzjjjpd3oUEHFF4Jef86bLRBCwrV5kiMseO+kBr/nPNGFIn9Y34i1pXavvOIGpyIiPl57xoQhvOASHXWVHeO26SKunqr7RptQ5F9X8jh/DI/vfonFzoOu8/GWyWdiFo+R6cCi/+rZa2aOEfDklbpPsFJPrOSTr5YZLcEg6L5xyb9sKKzUxR5r/mDGC6sVlNW095tQo4DsWDehyOxMSJa9WPKVgn99479QpG1dIRERSMwc5lzm0coK1JSW+Fp2p88NAjB/TAjE1lJgbeKtlupShIo9WyYp2EWazrsTplm/Dao7CUV0bCQUCer6UCci0H0CJBTpPkMagQgQASJABIgAESAC/Y0ACUX624nQeogAESACRIAIDEwCSnkBbC8ugFJ1IOgNCqPPhsiyHoybBc7kv3DC24R9FeBWDu+A9OMHkDZ/DLXhiH8sjBaYr18KYeQ0gPcd+CGhiH9Yjzcr++olkDd96HdWC4/9iUYIw0/T7lIgwqOuOPWVH/WHs2O+7Nj4NqSfVwL2Dq/de1mge1ma3hKKJCbE43/vvO0x+9GKctSUlXaJjQlFrHZg5CN6ZoMvFwvIjDXA0DzGKRRhFWe2lXvu9ayxPM6dyOG6F2xocQCv3mRCSrQelG2wcSht8P295Z7Z4KVvJSz7yoHfnmPADdNErxlF4kMNSIlwZUy4bGomYpL34o8fynhnU3uhyLUv21FQ0bVQhK3VvVyIqqqoOFCE5jrfmQhuzQ3V9hoXZsLskUna/1/21l4UN3RQt/TxxSWhSPAHMOVdVxmYjqO43xv3Z+zulHeRlebG00XceEZ7ocgrvxFwVjaHTdvjsHmfq8SNt4wio9I43Dybx4J/21FQruDZ60wYN0QXqVglDgeP+va7rFgH+Fb9xKqtMh5cYcf540Q8dIkB9/9XRk1De7+JMPEYGtOatkQrPZMGyVyAF9YreHJN4EKRjn7H/h5s6Zk29rMzzciM1Lm2CUUKDxVjWIRvwVrwN8T/nqG/Xw4hfbz/HdwsSSiiwyChSFDXhzoRge4TIKFI9xnSCESACBABIkAEiAAR6G8ESCjS306E1kMEiAARIAJEYGAQkH76AOyPnP+d36VXOu68rRSLcc7iHofSbwLcDius/74V8p51gKwHaH01Vs5CnHhBuwwF7n1IKOKLYP9/rjYfhbzlU9jevT9o/2G7ZD5kvu0NsKwWvdH6jR/1xuYCHJMJR6xPXwXV5ls08n2Viht/8G+C0Mhop+Frr7yEyZMmIT09zaPzFZdfhp3btiI6Ohq1bplDDuzYBkX2LVhgQhHWPtmuwiqruCxXDzhrQpHP8pzz7a5sga1DCYykGA4PzO08CJtXHVgJjI6b81Z6ZkikEbEhrkD4DWfnQIjaoXV9/UcFUzM4ZCXoEfDZT9lR2+xbKMJxHBLSMxAaGeVcQmNtDUKjoiA5HCjNz/daumfR+FC0JjDAKZlxGBoXhoe/2IdPC/VMD/2lkVAk8JP4sdyBxesbwbLpeGtGswUpw0dAkWTwossHDu3eBcne9flfNEHAvbP1O/xNvoqyOuDXk/U7W5CXim92VTin3F9jRb2tfckbowF4ekHnYpDe8LtBYQYkh7v8+ZbzkiCb9NJGb/6kgumkclP1PXRVeqYjy9jBKYiMb/05paqorzmCsKho7edf6b58r6V7OjtNllVkwVhdvDUhNRqjkiLx0daDuCjdlYEo8JvQcz0ilu4PejASiujoSCgS9BWijkSgewRIKNI9ftSbCBABIkAEiAARIAL9kQAJRfrjqdCaiAARIAJEgAgcvwRYeRXpp+WQd34d9Ca4mBSIE8/vVAgR9MBuHftbgJsJA2wv3AS56Be/hQFMBMDKhxjOXdgOCQlFeuKG9NEY9hZIu76B7T93+C0c8rZSw+w7IE66EHxCRq9upL/5Ua9u1o/BVVsT5G1rYHv9911a94ZQZOHChVAcdmxYv845NwteH9i5zY+VA21CkY7GYksOln1a5Py4sNaGOmt74QkTSSxb1HnAen+NCEnpvOxDtEVBQmjnYhZvQhFW/oKVwWDNZORw41kj4Qjd4rFXWQGm/dUGtyo8XfLgOQ7p43KdNrIkgRcEMBGJ3dqC4r17PPpfkm1BUqgurMlOCMdJ6bF4bkMR/rPLt2jIr8PpISMSigQOcvqKWjTYuxYZZYwdB453E0qpKgq3ed7FjrOfmcPjicu8i6iqDmdjxc+uDGwl9Q5UNumlndzbc7d27ndFtSLscud+F2pUkRLRuUDVq0AryghW9qmt3XJBNGSDS9DivrZAhCLMvzLc/E5RFEBlZXxETaR1aJcuAvO3tWX5GRRuxowRiXhr00FcmWmAoS19ir8D9YIdCUW6D5WEIt1nSCMQgaAIkFAkKGzUiQgQASJABIgAESAC/ZoACUX69fHQ4ogAESACRIAIHDcE5J1fQdqyCtJPK4JeMxeVCNO8pRCGTgp6DH879tcAt1pbCmnbGtiXP+LvViBkToKQOwfi5IvAhUaDhCJ+o+s/hpId8t71sL56u19lTDpbuGHaPAisPNMx8CG2hv7qR319sKzUlpZV6bt3oTbVeiynt4QiE3JzseQff9Pm00qnFO1Hc72rfEVXXDoTigi2NDy3qszZtbzRgbKGwALWrAxGcb0A2YtYJMKkIDFcRufhbHgtPTN2kAVCa9B3ULQBl03J9ioUOVSj4orn7AFdiZThI2E0u8prSHY7RKOejcBbWYwJg4w4OVkP+MeEGnHeqGS88dNBvLKjCS2S70wmAS2uG8YkFAkMXp1dxbkrPP234ygZY8eD43WhEGtVxYfRUF3lc7KMOA5v3+w9y4WjZgxe/daVyaemWcLBOs973JVQxKEwvxNh96IFCTGoGBwhg+c6v5/ehCLD48ywGPS9WkwcfjPLAlXwLM/kkFWc/kRgfpc0dBgs4RFOborMRFq6KKVo+1aoTDziZ2sTiogCj6smpuLjHaWYGsch0dLVN42fg3fTjIQi3QTob0aRG268EakpKd2fjUYgAkTASYCEInQZiAARIAJEgAgQASIw8AiQUGTgnSntiAgQASJABIjAsSCglOXD+uxvoNZ5f5PUrzUYTDBd+0+IY88FBN+lCfwa00+j4yXALe/fBHnLKjjWvubnzgDOEg7Tb56CMHIawHf+trHfA5JhrxCwf/QkpB8/gFpfGdz4BjOEnFMgTrkUYu6c4MboZq/jxY+6uc1ud1cqC2F96nKojTXaWD0tFBEEAePHjERLc4tzrd4EDV1tZMO9JrDKGdkPSJAUIMIM/HC3iBAxFB+sVVFZq0ebVRXYWu6ZKePBqwUkRrmCsNsOKQgzA0MTXAF0ReXQ4oCWXcQkqjALKtoUIizzx+c7ZNRbVVx5kut7661vZazf5RnMzk0KcW5ndu5gZCSKeGVrHh5epQeTr5jI44mLebz5g4ylX/lX1sudj8FsxuBh2eBFfS0Omw2C0YgDXjJFsF1fPyYEFrG11M3IJGwrOYr3dtdha6WnqKbbFyrIAUgo4j+4B35sxGcHuhY6sCwYyVk5MIW47mKggobltxoxOIrD5MclHGkCBB74+k4BmcYJ+HxHIQpKXT69pczT7247X8DINJffvb5RwrghPMamuvyO+WyzxGt+beRVmA1qO2HWujwZw5N4JES4xvl8s4IV33sKM9z97uThMRgzshxr8xVc/1/d9qQMDm/fIGif3fNe4HdfEEWkjR7rPCiWTYR9VuRHhhb3070ix4L4EJ3BKRlxqLc50NzYgNMTj+3vmh1vnPGMa2G+/CH/L2IHSyo9AxwuLsanq1eDsWhrDz30ELgHH3yw3U8KEooEfc+oIxHolAAJRehyEAEiQASIABEgAkRg4BEgocjAO1PaEREgAkSACBCB3iSg1hRrAhGl0lWKIND5hJxTtZIpwriZ4Ex6Hflj3Y63ALczY8vWNX5nnOAiB8F0/TPHLLvEsT7D43U+++olkDethFLlKisQ0F54AULWVJhuehGcyRWgDGiMHjI+3vyoh7Yd3DCSHdKOL2F79bf4vlLBjT/4N0xoZLTT8LVXXsLkSZOQnp6mfZaanIS6hgZER0YiNMTitLM1N6Ek35WNwJ+Z/nujEdmDOGT+n0tU8dp1As7I4rFpWyw273dlJvEWsJ6czWH+uXr5je8KFNz6XxsMIof/3WpEepwraN3ZWp5c5cDb3+tzb37UApYspLpexSNvyXB4qUrTFrBmZW9uOGs4xNBKXPtWCdYX6KHCOaN5PHMVjwdXOrBmp/+ZCNzXxwQAg7OHOz9qaahH2f59XrdwTroJOdG6qGRyWiwabA4s33kE3x4OLKuCP2cVrA0JRfwnN+VdXdTlrSUNzULj0RqYQ0IRHhvnNGGZZw7t3un/JAAev9SAs4bzGP6wBHurruKRC3jMGzsSew434ZudLjGuN7/LGMThD5ey0khAUZWCi5+2af//3DwTpg717Xdvfifhb6sdiAvn8OFiM8JMgNUOPPimhHovlZPchSKXn5yJ6KS9eOBjBW/8qPvYqGTg40UiXl4v4eV1nZeT6gpS2ugxEESXoMPW3IyS/L0BcZ2abMTEQfoY2YMiEBdixN6yIzglwSVCY2WmxA6IRJ6D0CHpCEug0lN5SEIWvABxzDkB7cXdmIQiAQhFmHqEGhEgAj1LgIQiPcuTRiMCRIAIEAEiQASIQH8gQEKR/nAKtAYiQASIABEgAv2XgFY+YcsqyLvXAkpw/+jPJ2ZppVGMcxb3m40e7wFuVs7C9uICyEW/6K/4+9HYOTCBjuHchX5Yk0lPEFCb68BEPrY37vL7nLzNy87OvPAVcLGpPbGsHhvjePejHgMR4EAbNmzANddc41cvb0KRYUMzkTEkFQaDCFmWwTKKtLWSgjzYmpr8Gtvd6LQsHn+/woB7PlDw3ub2WTkMTbl4+7u9qGnQfwbsqbLCytITdGjRYRweu07AV7tl/P4tuxaEfesWM7KTfIdZH1juwEdbdKHIpkcsWl9vpS/Y8yFRRsRa9IDv2WMGYURKOByW3Rj6J8n5dbjmdgEswHvVC90TakTExiEudYhzp0dKilFXpWcB4gUBiqwzYdlE5o/RhVuDIy1Iiw3FF3lVeG2nl2h7wKfTMx1IKOKb47YjEm79ugF2xfPnKhMWJLVmEGHnzs6/rVUeKELjUd9lajquICOew9sLjHhunYK/fa771FSWleP6UIgtI/DJ1gIcrNDvcGGtDXVWz9/DTAZgyQIRe0oVzF1m02yXXG3EmSNc6+ts5y+vlfDMFw5EWDisvNOE6BAOtz4nwVuVl8QwA5LCdfHFhKGRmDosGVLoNkx6TEZNs87rhasFnDGMw7n/sMMu+/e7ibe1WcLDkZg5FBynKznqq6tRXXzIw+862xfz/RvHhmqCM7MoYNbIJHy4vRhGAbAH96us78vTicVZySKGhAkQhp2E0DveCnoc1pGEIjq+F1980XdGERKKdOuuUWci4JUACUXoYhABIkAEiAARIAJEYOARIKHIwDtT2hERIAJEgAgQgZ4goGWw0EQiq4MejosZDHHiBTD+6p6gx+itjgMlwK3WlLRmeCn0G5WQOUkTjIinzvW7DxkGSMBhhbTza9j+cwcgB172om02JuoRp14OPiEzwAUcG/OB4kfHhpZrlu4KRc48/RSEWCxQFEULpLIMAm0t0JIzbf1YJoE1vzMhrwK4/EW9/Myb8wVMSuNgaB6LzUVV+D7viGZe2yLjwFE9IN2xPXOLqJXPWJsnI9LCYfyQ9q/s76tQsOIXGYtnijC4vbpvc6hYvknG0WYVi6YbsL9Mxd8/8IzoGgUOIxPM4Frf8V8wfQQESyVkYxlufVvBp7sUzBjB4fmrBSz/RcbfPgve/9r2Fp2YBPaHNVVVUX3oICSHhMShmagoLERzg55t5dZcPUNWVIgBE1Nj8GVeBZZtCVy001v3kYQiXZMtbwGuW3MUtTbvGWjiU9MQHhurif4UVQHP60KM2vIy7U8wjfnuJ7ebNIHTnGUSqhuApy4XcOE4DmLLcBSW2fDZ1hJt6GaHgrxqq9dp/nmjCIsJeHqNhNx0DmfktBeJVNSpWLlZxtWniAg1uYZgepiPt0gYl8ojPZ5H5VE9m0jHxgQXoxJCnBk4fn1aFiIjGyGbDuKvnyt4fp2CkUnAioUifjmoYPHbgZed6ThnaHQ0BqVlOD+uKS2FwWhEaGwsakqKUV9d1SXymRkmDIvSBWVXTRqCdzYdQoSRQ709eAFLMGfM2E1LEpE1926YZiwKZghnHxKK6ChIKNKta0SdiUDwBEgoEjw76kkEiAARIAJEgAgQgf5KgIQi/fVkaF1EgAgQASJABI4hAVWBXLgZ8pZVcKx9LeiJOUsETL/5J4SR0wDeld476AF7seNADXDL+zdB+vkDSBvf9puedm43LIOQfTLQ+vau353JUCegKrAvfxTSLx9Bbey8ZIEvXOKUiyHmngdh9HRfpv3i+UD1o96G212hSEZGupZRxGwyOpfKyqKUF+7XhAzBtlmjeTx0oavkQ9s4nGqA0DwSy9bscQ7dVdB65BAO82fwCDW1zySyo1jBtc/rAhMmIHltgVvE2m3Ri1+UYOskzjw+KcRZBoIJUhbMToRs0jMNdGynPm6DHFzVGY+xBqVnIDTKVQZI4HnIrWkXDu/dDYfVinAjh4uzLNp/29qzJBQJ6DraZBUP/dheXMNK+swbYQ5onECNZXA4+V1dCNVVY1kuQiIinSZ2qxXFe3f76tbl89GDObw8z+XLLmMOYvMoLPss3/mRQ1axs7LF63gpccD9V3r+7sXEV2c+pgtMYsM5fHWPJ8sDlSqeWyV7LTdjEjmMiLO0E6QtmpMGyVzgdR0z/2lHXUvw30Pug8YmD0ZkwiDnR5LdBtGof2+U7suHtbGxS7avz4wEW0mE2YAGmwSzALRIPbO2QA89ffJZiEjSy4a1NfPlgVVHIaGITo6EIoHePrInAj1EgIQiPQSShiECRIAIEAEiQASIQD8iQEKRfnQYtBQiQASIABEgAn1AQCnLh/XFm6BWew+0+bUkgwmmqx6DOH42YLT41aWvjQZygDs/Px9D7Ye1kkHSTyv8Rs1FJcI0bymEoZP87kOGgH31Ei37jnrkcHA4DCYIOadCnHIpxNw5wY3RR70Gsh/1JtLuCkXS09OQOjgJ4aF6BgsmUigtyNPK0HSnsRIWa+/Wg7A2CXjnZwVHW4A7zuYh2FLw78+rwDJ/tLXSejsqmrxn7IgJ5/CX37TPasD6Xr7UhkM1Kv4wx6BlN3Bvdgn46EcFX231ru4QOA5jE10/Y8ZmRGDq+AaAs+GzXSoGRQC5qS6RxtS/eM96EgwjjueRmJkJS1iEszvL6MLzfLuyGKy0xdRkE8bE6XsjoUhgtPtKKPL4L81Ysc97tg73HcSlpCIiLl77SJEllOTlwWHv/j374X7d75jOa/lWBeMGc8hK4MA7EvD21w2oa3L59payzssZ3TBDwKQsz1JPN7xixy9FMq48ScR9F7QXgzEx1eIXZEheyu2wNWXFmhFmdGUGSk8wYebJgCo04K9rFExJ53BmTu/4HZs/YUgawmJideaqClWSIBgMYOK4sv37urxgP10ZE9gFPMbWEUv3BzQjCUV0XCQUCejakDER6DkCJBTpOZY0EhEgAkSACBABIkAE+gsBEor0l5OgdRABIkAEiAAROLYEtJIly66DUhHYP1K7r7KthIkw8QJw5rBju4FuzjaQA9xMKML+HS8pKQkJxT9oghF591oW1fKLGp+YBdPNL4GPa//mq1+dTyAjxxfPQ/rhPSiV/pf9aYeHFyBkTYXpphfAmfSA//HWBrIf9eZZdFcoMmnieCSwEhitjWU0YJkNeqK1Baxv/5+MT7bropDN9wuIMhuwNy8R63ZXOqdhT7d2EbSeNIzHnMkckmJcQWSWaeCr3TIumdheJPLdHgWf/KSitrHzt/3To0yItujikxATh6tPGw4uchve+knF/30ka2Ux/neTgPGpnBZwP/mx7gfw3ZnygoD0MeOcH0kOOwRBBMsoItnt7fAPjxERa+GxsaT95z1xRsGOQaVnvJP7794WPLPNe5YO9x6hkVEYlOEqA1a2vwAtDQ3BHke7fm1+988vFTzzrYJQI7BykYDMOB7lhzLx0SaXEJGVfWLlnzprw1M4XDCFR2aSy++YSGtjgYIzRwhgpVDa2rYiVRNnlR7p3O9yk0Kc9oIAzD0lCyHxu7CuQMW8/+jr+NeVPM4fo4tJelKgpQ3Iccgcl+tcg6JImn+zDEq2pq5LO5FQpEeuZ78bhIQi/e5IaEEnCgESipwoJ037JAJEgAgQASJABE4kAiQUOZFOm/ZKBIgAESACJzIBlvEgUMFAR15MQCDkzoFxzuLjHuVADnC7C0WSk5PbnZVSvg+2F2+CUnXA7zPUs11cov05UZvaUg95x5ewvXm334Ibb6yYD5lvfhlc3JABgXIg+1GPHxCLw7YGaAMVinAcMCg6EhddfDGmnzMddy2+w7m8IyUlqKuq6LHl/uUSEdNHCLjm3zK+K9SDx0yA8eWdIjIs2WhsFPH6Otdb/DZJRX6NFZLsu5zD6DQO0WGA2Qg0tHCoOKqiqNx3v9gQEUMi25fmuHXmKEimIjy8pgavfe/KQPLvawUtu8H8Vx3YXdpDdWfc6IomEwZnZUMQXVkZMmwl4LQCF/27lbYABfX6GofGhuD1M1xZItpWrjYe9bqJrVUS3i1oL0a6KNOEkxI9SxV1h8Kxziiyv5HD3FWdl5xJGT4STUdrER4TC9HouoMNNUdQdehgd7baru+is0T85hQB96+U8fbPrrv0xnwBpw/OgKMlAi9/vdfZR1ZUFByxoUXyfcdZKajoUA6sUpXVDlTXq8gv8X1fI8wCMqON4JzFnoBFM0ZCNZXh35vK8PAq19wPnMdj3sk8/vShA1/s8r2mQMExQVZyVjYMZlfZnAM7t0GRuhbAklAkUNLHhz0JRY6Pc6JVDkACJBQZgIdKWyICRIAIEAEiQAROeALHrVDE7R9aT/hDJABEgAgQASJABLogIO/8KuASJB2H46KTIY6dAeNlDw4Y1gM5wN2VUKTtAJXDO2B9/gao9VV+nykri8LEIsLo6X73Oe4NHTbIeRtgffkWQHYEvR3DtHkQp14GPmVU0GP0x4597UeNjY0oLOw6owvLrBMfr5cl7EDiAAAgAElEQVSK6C8tUKFIbEQowiwmcByH6OgY1NToge3G2hpUHvRf9GUSgNx4A47aVRyok2D1EmPNGsThvzcYsa1YxaUvytqb+6z941IBl4w3QWwZjmc/cwWs2TObrGB3Zc9kNPF2Ru4ZDdjzmHABV06Lg2w8jNlLZeRV6IucnAa8c6OIH4sULH67a3/NjBAwJFyADBXrSwLzbVNIKJKHZYGVo2HttGQDbs+1uIXT+8tNa7+O93fW4O/ry7UPT0oNw9PnewrW5H3bvS5+IApFaiURV6+uQnWLd9FEdGIS2J+OzdrUBJZNRFX8E0QYBA5jYkXYZQVF9Qqa3Mo3tY0dZeGw4rdGHG1RMf1pWRN0sHb7WTwWTzfA0JKD59bsg/uUkqpiR7nvTCjB3sbxiSEsmYezWUzA9dOHQDLvxy1vSVizW+eWGs3h89sFVDWquPJ5O1gpm85aSpiAjEge+bUyKpr949c2lmg0YchI18/QlsZGlLNzaPuS8jIpCUWCPf3+3Y+EIv37fGh1A5gACUUG8OHS1ogAESACRIAIEIETlsBxKxQ5YU+MNk4EiAARIAJEoGsCTAAg/fgBHGtfCxoVZwmH6TdPQRgxDRDalwcIetB+1rGvAtx5eXm48sorUV6uB+u6aqIoori42JeZx3N/hCIdO2mCIi3rzGq/5+Oik2Be8NLAEj+oCuzLH4W0+WOoDZ2/Ze4LkjjlYoi55w14UU1f+dGWLVswe/ZsX8fgfP7444/j+uuv99s+UMNRbmURAu3ry37IoBhNgOCQZBhEvewKa7Ik4eBO70F9b2OekmTAkjPCsa1ewrgIz+91m6Ki6KiMzw/ZUW6T8eeredgk4NXvFExM4zA5zRUxNjTlYv3eQ9h+0FV2g4WMyxocqGgMTHTR1f5z4swIMbTPenHFyZmIixQhhezUutplFa9sVHHwCPDExa7SFxEmDjNSjciKFJAZJWJcnOeeDzTLKLepmBotYum2Fry+N7Cge+b4Ce2WH27k0GDXg+fvnRfh62iP+XMSiriQqxyPk96p7vQM0saMgyAIkGw2sCwybU1RVRzYtsXvs1t3WQzMApDfKCMrVGgnvGCDSIqKgw0KPjtow6FGBY9fq+emuXeFgukjOMwY4e5347HjUCXW7Wm/7qomCcX1PVfiKDPGhEimKmttTCwya/xgZA4KhyNE/85h2gyW+SQ+HDi3dY2s5EyIgcOMIUYMjRAwM92IKKNn1ppyq4IoIwczz+HD/VY8tqnZb57msHAkDR0KjnONy8o+sWwvDdXVqCo+1G4sEor4jfa4MiShyHF1XLTYgUSAhCID6TRpL0SACBABIkAEiAAR0AmQUIRuAhEgAkSACBCBgUFAKcuH7cUFUKq7kQpdNMI093GI42cBRldN+oFBqP0u+irAfe211+KLL77wG2lBQQHCw8P9tmeGwQhF2ibQxCI/fQA5b6Pfc/KDhiFPjUNjUwty5v4e8eNO97tvXxkWrvo3qrashaOpDiOv+z/EDJ8E++olkH5eAbW6faDJ7zUaTNDK9OSe1ytlevatWIbq7RthGZSK9JnXIjKj77OT9JUfvfbaa7j33nv9PprLL78cS5cu9ds+UMPeFIrER4UjxNS+vAfLZFBWuA/Wxka/l/rauRGoVhU8V2TF4swQjI4U8Hh+MxZlWJBs9gzmggdUkwIYFSBcgmpUUHhEwZBYDiYpGZw9Aev2HsbOQy6xiPb9c8SKJntgmQI6boKVuogLFZES0X7fZgOHG6bnQDLn44i1BU02PZuB1hSAaxTR0sShsVpEgsXLngA8nt+EJhm4JcOCe3Y1QVZVvD0pQsvycNYHtX7zZIZRCYmIcSvvJcp2SIJeniS8uQpmu//nE9DEQRpXOXgcbtEFAJkxIXjjNM9zUlu8r3mgZRT559YWvJPXuTCInSs7X+ZrbZljGLfKg0VorPX/njChwt5GGY/sbcLcFBNmDzLi/t1NuG6IBSPDXWIM55FyKlSTCoRJTv8rrFEwOIqDBXEQ7Kl49vNd6FjpaH+NFfW27vodEB0iIq1DmafZucnITIjSMok0SA2oagQyYvUVc3YesPFQbBwqSkQkhfJeM+s8U9iCwy0yHhweitu2N2JEuIC7hoVAUYGp/6sJ6EaHRkQiISNTy7DEmq25CSzLD2u15WXan7Y2c4jRmRUpoEl60XjJ6u+co/ODhgY0U2lpKcrKyrTfC7OzswPqO5CMSSgykE6T9nJcESChyHF1XLRYIkAEiAARIAJEgAj4RYCEIn5hIiMiQASIABEYgAQKP34Ju/7zF/21SAC8wYRJdz2HQZP6b1mNvW/9DQXLn3GehijwGBsNROlxqYAbn5ilBbQN5y4MuK9fHVQV2164D4e+eNtpboyIxcxXN/vVvTeN+irAPXHiRJSUlPi9tdWrV2PChPZvrfvq3B2hSMexldI8WF+4AWqNf2tmQZ8jNhWGOXdi8MV3+Fpqnzz/7oErcWTXD4hJyYTZXo/SSv3t7LOTvQeWu1oknzoG5oWvgIvovdImqixh7e9no6G4APHjzkBd4Q7Y62tw6p/fR8yIyX3CsG3SvvIjFiR64IEH/N77RRddhOeff95v+0ANe1MoIvA8kmIjwP7b1gq3BvYdyrJpvDQ9AjYZWF5mw2XJJlTaZNy7uxmLh5oxKaq9IMO//auAgUedFILNxXXIr1HbBWTZT9bDdXYctcqQ2ReDj2Yx8IixCIg2i2ClOtxbSpwB545Kg4W3QZEOo7yKR6LRS5Dd1yQArt/SAIcCvDExHJ9W2FFsVXBTmlnrOeXdwALWbdO5ZxZhwgJJckAQDDi8dydkh+THqo6NCW+2QAjRhYfJERa8d1J7kU9XqxgoQpGtdQbc8nmlzzvJxCGDs3NgNFs0LE31dagsKuyyzElHfjFmHp9dGMU0TFhZasO5CQao4LBgawOuHWLGnIQgf3kzh6JF4bH1cD12VkqQ3dyr2aGgtkVGjVWC5P6gk8M1iRxizCISwz2/A+IiBcwek4ZQ42GoDgeO1PCIE4Lzu1u3NaLGoWiirI01DqRaBAxpFXP1iN+pqiYcYWVoSgvyYGvWs5QwoUiLl1I/x8bjvM/y4rbKoKcnoYiOjoQiQV8h6kgEukeAhCLd40e9iQARIAJEgAgQASLQHwmQUKQ/ngqtiQgQASJABI4FgU8uy4CqKsi67DbINiuYcES0hOHsZ9fBFNn6quSxWIifc1Ru+RY//vk6hETHIzE6DPbKgyhuVMCyg586KLAANxOICLlzYJyz2M/ZgzMrXvsBtvzrTkSkjUDSybNR8N6/oMgSzv/ffnB9XNKmrwLcx5tQpO3kWUkj63PX+12OZTsG4+SlG4K7OL3Yq3bX99jwwFUYGikgLVSPrv1QqaBZCkwownzIxMruxKf14mr1oSs2fYWfHp+Pcbf+DUPOvgLW2kqs/8N5iMrOxeS7X+z1+buaIBA/sh4pg+1o56Ue3OfhTWaEp2R1OvWJJBRhIhGj6Cqb0tJYj7J9+wI694uHmXHfxBB8Um7HSdEGxJt0IUatXUW0sb0oI6CB3YxlBai3q8irVXDUpqKqRUWTQ098wMrRtEgqGq0ypFZxJksGYOA5RJgEhDKRSEj70jAGAciI4BFr4TCOBdSVnhFcNMuqJphp2zf7+4EmGSMjxKCFIklDh8ES7io1w37O1VZUoK6yIlicvdKvp4Uic9JNmJTQs+Xp7IqKJzqUIsmJFjFvhC7m6W47+4NaNPohHBiUnoHQqGjndAd2bIMiywFNPznBgEdODcX3NRLGRopOYcQRu4JYLyVZAhq81ZhpsOpsKvbXKahuUXGg3qUaqWxyoMWhaJlGWOYc5nosWw/TerDSMqysU1wHvxN4IC2cQ6yZw8Rkk+53vnVePpfOfK5Rdu37qyo7wkUOU6INQftdfOoQhMfGOed22KxoaWxE9WFXVrDceAOyo4V+lVXkkY2ujCc+wXUwIKGIDoSEIoHeHLInAj1EgIQiPQSShiECRIAIEAEiQASIQD8iQEKRfnQYtBQiQASIABE4pgQ+vjRNE4TM+Lf+ZvaqK4ZqIoZR8/6EzAtuPKZr8Weyn+6/CBV7t2BaIg/2D/msfV2qpxn3NxMCF5UIcdwsGC970J8pu22z4b6LUJu/Bee9uw+8aEDpd6vwyz8WYeqf/ov48dO6PX53BggkwF32/Wq/3yKOGjYWIQmpnS7teBWKaBtSZMgFP8D20gKoNv1tXW+t3qFiU5WKC5Z3owxSdw7XW1+HDXLeBuz/10LkHbHjzCQefGt8/HCTioI61S8/MkybB/GkS8AyiRyrlv/ev5D3zj/a8dzzxhMoWb8S57zw/bFahtd5AvGjguVLsfetv/u13oi04Zj2zzWd2g50oYgoCJBag9Jpg2KcHCS7DSV5eZDlwEQTf5gYioszjbh2c4P2Jv9fR+llGnq7lTepqLWpyK9RUG0FUiNYEJpHpAkIN/BollTsOqLgYL3KkpMgxgzEWTgMjeQRZeLQWlmiV5f5bFELvjviwN9Hh+HClUeDmosXeCQNzYYpxFWy7dDunZDs9qDG661OPS0U6a11dhy3p4QiTZwZZ71T2umy2zJSMAP3LDGKJOHAzu0Bb3duthkVRgUHWxSECBxeyQ2sjFzAEwJgVZ/qrCpq7UBeDcssoiLOzCMjkkNKGAdR4LQMG3tqVBxoULTfbeItHDKjBMSbgSgzk5L0fpu7qV6b5L7sUNz4aV1QE7LzYoKekMgorb+iyCgv3O9RkuvqERZEeSuvFdSs3e9025rioAchoYiOjoQiQV8h6kgEukeAhCLd40e9iQARIAJEgAgQASLQHwmQUKQ/ngqtiQgQASJABI4FASYUYWIFJlpg7cubT0ZLdSkGn3ERJtzx9LFYQpdzKGX5kH5eAccXermEjRXsLej2wey1Zewt0S6EIgYzzPOfgTBiGtAHGTxWXTkMiuRwBrgdjXVYc30ucq66E1mX3tanjAMJcLcJXvxZcFvWh85sly5diro6PSiybt06bN/uGXwKCQnB/PnzNRv23+TkZH+mdtr0ZOkZXxP/fG06Ei1ATGuGApZWf2O5rAWr+looYn//YUhbVkGtr3Juo00UkhzKIScCWqr6DeWKtt6zknmPAJmYO0crzySM7ruSVHveeBL7VizDsIsXYcTVd6OuaBe+e+AK8KIRM1/b6uuIevV5IH7ERGPMl/xpvoQi7mMcOnQIU6ZM8TpseXm5P9N126anSs8YRAGJMRHgOQ6SJEMQBeedLC/aj+bW745AF/zFxVGINPJ4u8SG02NEpFiCKx8R6Lwd7Z/Ib8auRhmKwjKZ8Kh3KMgIFTA93oAzYoMsw9HNRdVJKvIbJUyOMuCCj4+iolkXYAbT0kaPheCW/cXa2IDSfQXaUExMorC0K33YTmShyEObrFi937vAkRdEDM7JgcFo0ssG8QJY6RnWqksOo77K9TMkkON77dwIRIbwWHfEgQmRInLC+sbvlhQ2Y2udBDPPwcBxqJcUJJp5TIs1Ys6gvvG7D8vsiDBwOCvOgEXfNuCXCkcgaNvZpgwf4SwRxB6wzCKH9+zWbARB1IR1f5gcpgnT+kMLRChil1TsLVMwNlW/OyQU0U+QhCL94SbTGk5IAiQUOSGPnTZNBIgAESACRIAIDHACJBQZ4AdM2yMCRIAIEIFOCTChCHtd+YL3irS3EFlGEdb6WiiilBfA9uICKFUH2q29TSgyOoZDgpnTBCJMKMKaR0YR0QjT3MchjJsFzuR6w/lYX4c2ocjUB15H/Lgz8PNfF6D8xzUY/uu7jiuhyOanbkfJhpV+4fMlFHEf5P7778crr7ziMW5CQoJXAYlfCwBwLIUimh8BSI8LQ5IZaGlpwtYjejCmr4Qi9tVLIG/6EEqVZ0aTNqEIW59J4GAWVNS1vvTvFIqIRgjDT4OYe54mEunr1iYUYetg2WpYCReW/cgYHt1nQpG9b/8dR/dth7xnnU88wogzNJuUaZdgy9N3+LRnBieqUCQ5LhIGVheCvR0PFe7SpcKtevarQFuChccnv9LfuP++xoFhoaKz9EygYwVrXy+peLawGXEmAadGi8gJFyBwnFbR4t1iGz6vsuPREaEY3Adv/TdKCiSVQ5SBw53rGrCxLPiAtdFsQVJWNoTWM2S8SgvytPIYotGA8sJCqErfiUVOZKHIlHdrOr2+SUOzYAkPh6KqmrhVNLjEE8H6HctY9e0lMTAIKn45KiHRLDhLzwTrR4H2YwLIVw5aYVMUnBFn1MQqbW1luQ1rKu24LTMEI/pAwPJDrYT0EB6JJh7/2NKMd/OtgW7PaS8aDEjOzml3bsV5exAeE4uQ8AiU7MvDmGge01KN2u/Ofd0CEYp8ly/hP+sdGDtEwKgUHkmmKjTWliI8PBzZ2dl9vZU+m5+EIn2GniY+0QmQUOREvwG0fyJABIgAESACRGAgEiChyEA8VdoTESACRIAI+EOgLcDd0fZYC0XU5qOw/fu3kPO/Q1dF1NuEIt72ds6EHAi5c2Ccs9ifrR8zmzahSMcJ+1Io0tm5dwaFN5gw5qZHsW3Z3X5x60wowoQ/Cjtjt7Zy5Ups3LjRY1wWAPjTn/7k13z+GCnWRhzd/FU7U0doLCRLdJfd7ZyAA1Y7hqdlICk2wavt1pWvdTrG+Avn+bM8rzYOazMq9+tvBHfZZDvU6kNQKoqgNlTCqgKH7DJGhfKIZbUsOrRqq4ryFs8ROYMZ46+7F3xIpK8ZO31esmtTUH3zbbLWb2LOKESEhnmMUbp7MyoLPDPPCOxuzpkb1Jzd7bTpvRdQVbgnoGFGzbgMuz5/368+XQlFmu+bALWx1q9x3I1YfLAheA2A1/m4kChYHvwWp5xxZsDr8dYhKTYSRlGAXZK1/7Jma2nRxAbBCgwmxIt4/uwIbSxW7oGVc1mYbsanFQ48PrL3S9A0SipePGDFbUMtMHRR0+KdVsHII8NDej3jCQvcFzbLuDzZhIXbGtAiq3g5NwJLtjThvQJbt88yLDoGCWnpznHGjhuH7du2aX+PjYlF8uCkbs/R3QHOSDbh9APL/R5ma5WEdwuCD+b7PZEXw+6UnjmoROLq5QdgVzpXCCRmDEVIZPvvftkhoSR/DyRHcF8arJzLql9FY8n+ZvxYq5eK+mN2iCaM+vMx8DuHCjya14S7h4UgTOzc8b6ucuDVQ1a8PrH3y+Lsa5LxTZUd89PMuOaXBi1b0lNjwvDNQTv+uaXzcnb+3p2MseOdmWBYH2tTE8yh+ndc4bYt2u/Yv58YCmvfabW0tQQiFHnoAyvW75URauIQE8ohPtSOy4bvR3RkGAlFSl1lpB566CFwDz74YDsvZx9SIwJEoGcJkFCkZ3nSaESACBABIkAEiAAR6A8ESCjSH06B1kAEiAARIAKdEaj46BnU7NgQMKBDEFHR3IK5p+lvsntr+T+v9/p5eEw8koYOD3jOtg4VRfvQUOs7TbnaWKOVxGBCEfaP1/vsMhzq/7N3HuBRVWkf/9/pJZPeeyHUAKEqXaQJiL2AdXf122V1XRXsa++iiKtYFhtiwS6KIF2p0qTXJCQhpPdMJtNn7vecmUxmkky5dzJDEjznefYxZM55z3v+55ybbN7ffV8Ws6LFbucu1rDolLVeLAETEon+M7oWLC448Ltf692nNSFaFYppQ3Pdjs/fvxMs2/kv8lHJ6YhKSPFrzq4OWvfB67xMkJT0I2ZcjX1rv+E0zhMoYt77AwyfLuBk43x0KmxmUdzs/dVaDaz4tM6A+ckSTIlwfy6D5avaxGJ/Df9Xf+thxVd1BjyYJsPo0POb5n9LuX/Rp3fr7OTK85ly9FN2hluCpXFX7B6uY1Fn4Lc//cIZnG7kNiYYoIjGDFy8MTjnWNEajOyKpmSsVCxEZKgSEpfyJSUnjsFsbE1748cEUiGw7soIKMUM3inSYUioCMtL9GixsFg+LBTk82C2Nwt1mJ8uh8TH0SYn461CHcp0FrwyqDMwFUgfFx7ToFxvxdIhIag2WKGzwpZtYe4vTShU28GtrrbM3OFtJkiJK5a1n32BQIj0dCdE0tV5/B0/IVGCmTW/cB7eW0GR6T80opGk1vDSRBIJ4tIyIHW5x2X5p2FoaeGsj7uOX88MR4gM+L7cgCS5EL/XmXBGa8GiQUqkBLn801dlelwWK0WYNzqr1WnSd068FAqhF5KrS0rYBy/K1+JgkxmP91VgW50ZA1RCXBItxgM7mrGtzD8gx9UtAvvEp2fasgV2bCUnj8NsMCBEAtw+KPiAnDe5uIIiRTVW3PepHhpCwLY2oQB4anI+YiIUFBShoEgAbiU1QRXgqQAFRXgKRrtTBagCVAGqAFWAKkAV6AUKUFCkF2wSdZEqQBWgCvyJFTj82EyUnD6BKkUimsSR6Nt0zK0aBqEMlfIkpGnO2D7fbTDioMaCbwaf/z8GH29gUaVjUa5IQbShChKL+wBfsSobIqsZyS1FNp+3aI1otFixtN/5LxVjD3AzKFWmI0FbAiHrPlBWpOoHuUWLeO05m88kwJ0tF+DFPvJec0r5BvNJbHNSAoNfK7gFuHszKGIUSHFw/KNA8X5cVPIzegIosjdlFrQRGRh14hMozZpO5+zX4QugUKogLtiO4RVb0BNAkR1ZN8AsDcWYU59Bau38Bv7WUQ9CKpXj4h3Ptt0j8gUFRZzb+2cFRVLiIuHKU9SUlqC5tjYgz9fr+kjx0Aj7z0QLy6JMzwa9FMayYh1I2ZkH+nD/ufZNucGW6SOYjTzNTVa0wSsk28SXeXosPewm3VAXHIlJSYMqKspugWFgNBihae78HOvCFH4PvWVsNm4D9yxI7kCRqzKluCg+sPCVwcLi6T3tAQ1/MoqwAiEW7NRhZ4lvvdNyBkMocq6jsboK9eVlfmvrOvDnOeGIVThv9TmdJeiQyE8VBuyoN9uAFK7tH4ea8W6uqt3zh+tYPv0IoKZsBVJIkpdfzhrwTIf95mPPXd/w+HhExie2faTTNKOiIL/t3zf1lyNC3n1QJldQ5JNtRqzY0RmgeWZKPmIpKIJyCop09arQ8VQB/gpQUIS/ZnQEVYAqQBWgClAFqAJUgZ6uAAVFevoOUf+oAlQBqsCfWwEHKLJ15ANQhUdh2KbHwKBzwP5YzBios6cg9fBnSG4p7nZQJM8SjiO5f4e44hguPrfG7SYemPIitC1q9D20ArH68m4HRarlCcgf9jfIi3ZheMWvHn3WNNVh4v7Fts//LKDIJYkCcAVMejMoUqlIQdWEe9B4Lh+TTrzf7aDIvloGvw36P0jDYtD3j/cRra/qdC73TnoGUpkc6sIjmJD/WbeDImaBGNuH3AWxTIGhf7wDlampk89/XPo8RGIJhq63lzOiGUU6P27+LKAICVXKpBJoDUYIBQySY5zloNS1NagttUN5gWpDo0XIChNiepoU2WFCqCTBzSAw/1Azbk6RYUIUd5igRGeFSsQggkMmhK7ocqLejPxGC4rUFqwqNEBLanUEuJFMIhlDh7VZVSqVWLT4DWRkZgZ4Jv7mzCe3QfvOXzkP7G2gyNsFYnzyR+efGWTBZF/koWHQNjVCwDBId9kjXbMalYVn2jLAcBbIQ0fCRPQJF6FfhBDTUyXoEyZEpCy4kMKTp1psmYOu4wFc3fpHM/7TV4H+quCmGMprtKCw0YL1JQYcr7P4zPbir/6uGX1I1j5b6RmX1p0laLiAIloji/kf6lDW0Pm5REERYNmyZRQU8fdy0HFUga4oQEGRrqhHx1IFqAJUAaoAVYAqQBXomQpQUKRn7gv1iipAFaAKUAXsCjhAkZ1j/4MQVVhbYLWjPr+nzIK4zxhE7/8E6c0F3Q6K7BekoWz47bCWncDYQvclSw7PWAS9rgUp+z9Gorak20GRM6EDUD/8JrAFuzC61F06egaHZ7yClmY1xu563rYFFBTpfFN7MyhCwhE7+92ClLLdSNMUdDsoQkrPlCtSURHeF8PLN8FdSHt38mWwyCORUbbDdo96QkaRotB+UMuiMbR6p9tH+c60q8CKZRhf8GXbPSJf0IwiTrn+LKBIdFgIlDIJNDo9xCIRpGJRmwhFRw6BtfpXzojr7xC50SL0jxQhM1SAmemygJehmbdfjTcGhyBOyi8wfkRtwZAAl44qa7GgqMmKzeeMOFlvDliJGV9aJ2b3g8ylpElUdDQ+/eIrX8OC/vmFDIqsa4rCk+ucGSQ6ihkRn4iI+HhoGuptmV5Cwu2AlkmvR3n+aVgsgSk/5GkTyb1LDxNhdrrEBmwpAgxF/eWgGguylLzu0MMnNJgSLcH0WElAz16tjkWh2oxfio04o7bgVL05oPY9GYtLz4CydV9Jn9K8UzBqtW3dVRLgNh4ZVwLpNBdQZOtJM55fZQDJutKxUVCEgiKBPI/UFlWAlwIUFOElF+1MFaAKUAWoAlQBqgBVoFcoQEGRXrFN1EmqAFWAKvCnVcABivAVoCeUnuHrc/eXnuHrMQVF3CnWm0GRjuvpCaVn+J7KngCK8PX5z5RRpFBNSn74ztzwZwBF5BIxYiNUnY4LgUPK8k7DqA9sGRS+51IsZJCiFCAjTIjZ6VJkhAmQpOSXbYCAIh8PU0HWWmqCqw/b60y8spAQuxoTi23lJlsgesNZI+oNwYVsuK6F9BNJxEgdOLhtSJ++/dDS3IyKinJkZvXB0nf/x8dcQPpeqKBIozwe05ef8KhRxpBcMAI7uMSyrC27iOProg5ZJwIiNE8jIgGD1BABpqRIkBkmREao0PZfrs1oBW4/oMZLA5VIV3Af92KeFn1DhLyykBCfCpssONWaJYRAWATI6ilNIBQiffDQNndMRgOsZjOkCiXMRhMmsAUID3J2F1cthGIJrnn1G8QPGOFToie+0WNXvnstKShCQRGfB4h2oAoESwEKigRLWWqXKkAVoApQBagCVAGqQPcpQEGR7tOezkwVoApQBagCvhWgoIhvjQLRg2tZlY5z0RfXN/YAACAASURBVIwindW/kEARtUSCzyuaMG9gCsYkRvE+aklyJe8xjgFqjRZ7j5ziPb5aKsF35U24c2gGhsSE8RovFYgQLZXyGuPaedOuA36NdYAi94/MRkY4P80UQhEiJP777JfDAA6ePIO6hs5ldbzZ65+ZgvKaeqibW3xO+2cARSJVCqgUMpgsFoiFzoBuVXERWhobfGrUHR0cmRCmpojRN0KIcIn3TCEEFFmcE4JEHsFYlgWOa8zIUTmzq7hbKwlQk7Ixa88aUNhoRXmLxU1huu5Qyf2c6TlDIRA597lvv37IO33a1nnVz79AIglsJgdfK78QQRGTIgpXfVOMGo3J4/IdJUksJiNI4N7R6svL0FjtvlSNLy2D/TnJ+pMVKrTBIwMjfZeuueNgM+7OlGN4mPc75Or3g8dbcFmsGFNivJ9DR2aeNcUGFDVZzltmHn81Th04CCKXn5Emox5iicxm7uyxo7hvqAT688SUXfXyl0gZNt7nUgqqrFjwmR4tBvdQJQVFKCji8xDRDlSBYClAQZFgKUvtUgWoAlQBqgBVgCpAFeg+BSgo0n3a05m7UQHyN5fglmTvxsXRqakCF5YCxz56GkVrPua9qFUCOSpq6pGVzv2P5K6TvLW8nPecjgEHlvwbZTt+5D3+S7MQmhYNUpP5+/yvB79Cv0ETeM/pGLD62jS/xpIAt1QCJCfy9/mR5zYjKWWAX/N2ZRDftQrEUsz+Mg9cx3kCRdz5/J///Acffvhhp49iY2Nx5MgRv5eZl5cH8ne8hIQEJCYmQltdis3/HMfbXnlMEn48VYDYaAFUIfxKR5DJunKPGs8cwfaH5vD2+UxcCjacyEN8rBBKBb8f9oOGTMH8BZ/ynjMQ94jYSIoXQibj5/NF42/ELXcu8dtnfwfuef52VB/8jdfwwX9/HrqachT88I7Pcd5AkY6DS0pKMHr0aLc2Kysr275P7sSQYb7f5PbpnJsOCpfSInzGJ0WHQeQCiRQe8g824jNnsPoKBQzi5QLMSrdnQugXIcLmBiPOaq14sp+C87QrzulxW4oMejOLdQQCUVvxY6EBOrPvTDScJ+mmjoqwMMSnZ9rKnZCWM3gIjh09gsefegZjx/kOIAfS7QsOFBEIMXpljU+JJHIFYlLTIJXL2/oWHz4IKyGUemmLkTOYmSZDZrgQs9IkWF9txJoqA94c3Dljkacl/uuIBm8NCYHJAmwqNdoy86w/a0RDD8rM4+/2SBUKJPXt3zY8LS0N5OfG1ddehyuuuAoRkZEQn2dQy9taPvzNiC92eYadKChCQRF/7wIdRxXosgIUFOmyhNQAVYAqQBWgClAFqAJUgR6nAAVFetyWUIeoAlQBqgBVwEUBCopwOw4UFOGmE+nFFfhwWHSAIr/cPBBmve9MCBQUce4FBUW4nUtHRpHeBIq0VJ6FWadpW6Bgw5tgqgvaLdhyy5vt/i2PSkDFnnU48t6jPoWJSc3C0HhnINfbAKPRCAJHuWs5OTlt39YYrRj9yRmfc/vTwR9QhJS8SI2NaJvOqNOh9PRJf6b3e0xqkhRhoSKIBMDxPB2MpsC9Wq9UCPHFNBUeOt6CT0dwC1jXG624/5gGHwwLxa07WlBYbvB7bR0HxkaJER8jgUZrQWWNCVpd95TIUEVHIyY5tc09AossWnz+Ya8LDRRZpU3Fi6sP+Twv0ckpCI2OaetnMZtx9pj/YKbPCd10SIqXIjJMBHWLGdW1JugCmNLikzkRSJMC9x5twfu5IZzc01tZbK4xYVacBAsO6rEzT8tpnK9OhIeKCCf3TgyTkUVVrRFqTffcO9eSQ8TvAQMH4uVXX4dYLPa1jPP6uVrH4u7lOpQ3eAaXKChCQZHzeijpZFQBVwUoKELPA1WAKkAVoApQBagCVIELTwEKilx4e0pXRBWgClAFLiQFXEERKyOAgPUcxHL93N+MIgwjwOhx13fpDX0+GUVcffY3o4hQKMZLbx2FXBHq99bzgSdcffY3o8i02XfjsisXQCLhFgj2e2EcBrbck9Gpl/Ktok7f2/fynajct7Ht+6qxVghkgKmOgfawMwvEuDGjIT27n8PM/Lq488mTBU8ZRc6FZOBs8kSMO7UCjJsiDSQssW3Q/yHr7CYka4rgT0YRoUiMi8ffiMuvfRghKv7lahxrcmQUKQrthxpVOkaVrXebDGxn6hyYlLEYePYXxGrL4U9GEYlUgUlT/4orrv8Pv03p0Ntxj/LCh0IrDUVu1Xa39namXwOTPByXnPzI9rk/oIhCGYbnlxxsS6HfJccDMFj/xg2wnNnXzpK7M0sAky13T2zrF3G585ne9BsDq8Z+l+JSMzHIXBwAz5wmNGbg4o3BCQryBUUUMgliwpxB3Ioz+dA1Nwd0vd6MDeqrQHKC+5JFJLFCQ5MZR05qYDD6l2Uhd4jKBqDcFcMgSQy8cLoFD/aRI4QQKR7a20U6HFeb8cLAECyuBUgigx2/N8Ji8c+HiDARcgcpIRG7n5Oscf+RZlgDx8Zw3r+OsMILLy/CsOHByXbjyakLCRQZ83U9uBwTmVKJxOx+bZLUnCtBc10t533rasfMVBmyMzz/3qNuNuPwSa3fEFO/vkrEx0owNwIYrmCw4JgGj2YrECv1fO9WlhmwvtqAZbmhWFwF1FtY7N7fBIOf8IpKKcSwnBDIPZSb0mot2HNIE1Aojeu+hMXGISoxqa37/QsfxLQZl3Edfl76bT5uxss/GWD18tijoAgFRc7LYaSTUAXcKUBBEXouqAJUAaoAVYAqQBWgClx4ClBQ5MLbU7oiqgBVgCpwISngAEW2Zs0FG5aISw687nZ5Zcp0nEqdgvF5X0Bq0cEfUISUbrnqxieRnDqoSxISUOTsrjXYnnUTsip3IbW5/Vv2DuNbc+8Fq23AuIIvIbYa4Q8okpM7DdfMexoxcZ1hBz6LIAFunVCB3dlzMfDcesS1lLkdvnXYvWCaKjGx8Cvb53xBEQLi5I6cjb/d/T8+7gW1L1dQ5PhHz6BwjT2wLwwHQsc7o4sNawRwcBc9GRTZ3vc2hGbkIHznMqRpOp/LGlkCyifdj7qyIlx67F3eoAjZ36cW7UJUjPNteX83j4Ai2x66AtsG3QlJRDzSDnyCRG1JJ3N7Jz0DqUyO+uITmHx6OW9QRCAU4bnF+xAaHuevq23jyD0yMyLsHHoXhDIlBh58H5GGzkHIPy59ASKxGEPXP9R2j8gXXDOKjLvkli6DOF1ebAcDXEERq8WMtXP7grVabKBV2FTnPdIXM9Ad4w+KPHZMxmk5ZiuwuYpfaR9OhgEIRNzLb0nFIsTFRMA1dOut5Mw1g0XoFyvA2HQBVBJAIWGgNbLQmoBdxRYU1LH46pAZfCpnzJjkzGTiaY3EXqPabMsCcLaUW2aPUJUIQwYoIZTYV6cSAPfGMnj1dAuaLSz+O9h9hoNzOgteydfhoWwFEuQCPFZmj5IadBacKzOgrJLb/GQM8SF3oNJjoNp1vSVlBpws4J89QSoEchIFuHawCGkRDNIiBJCLAbWeRV0LcK7JitUnLDhQakWjrnPEl2STiU3PgDIs3OaOUqnEosVvICMzk+uR63K/CwUUMUWkYNx7h33qIZJIkNS3HwjM6Gje7t3sAUIMjBNgXIYA4TIGKhkDjQHQm4HdJRacqbHi84NmWHiARlzuHfGNZN04crIFLVpu2TdClAIMHhACiUxoW5qYgQ3SWlmsRV6LFctyQ9yClnVGqy3jz/1ZchwyC3FYZ1fGbLTiXJke5H5wbSSDUO7AEBBffLWaOhMOHHNmpPLV3/G5UADcMlyMzGgG6RHkfwKESIFmPYtGPYsdRVacqLRif6kV1Rr3pEVkYhLCY+0/70UiEZ565nmMGDWKqwtB7/f4N3r8nu9935+bmofocCX69u0bdH966gTLli1DebmzTOjTTz8N5qmnnmq36+SbtFEFqAKBVYCCIoHVk1qjClAFqAJUAaoAVYAq0BMUoKBIT9gF6gNVgCpAFaAKeFLAAYrsnvAk5IoQDNnwCBg3WUV2pV8DeZ9RkO7/CgMbD/EGRVIzhuLBp34JyEYQUGTXoeOoGnkbtJVFuOTUx27tHp6xCCaDAREHPkeW+hRvUCSjzwgseHx1QHwmAe68sBxoRt6EluJDmHDmazd2GRye8Qr0uhZctO0Z2+d8QZGHn93YZRAnIAt2McIVFCGQCIFFSFMMYiHNcP452jUTQk8GRQ7FT4Q++xIM+X0xFObOZXR0IiUOj3kAgsLdGF22nhcoEijQyrE1dlBkDvYlX4bmiD6YcPx9SKydg1Zbc/8NaUg4ZAW/IbdyGy9QhPh87bxnkJDcPyDHitwjFgz2ZFyBFkUcJp/4wG0WpK0jFkAiU2LMzufa7hH5whco0hNBK4dwXEER0n/T/LHQ1ZRBqAJCJzmjrMYyBi0H+YMi43b4hh4CssFdNBIZqoTBaEaIQgYhiXi2tub6OtSUnO1k/d8TRJjRV4T4UN9wS4OOxaY8K9acMOFopfcMHARSmD7RDihwbY1qC2rrjSg6p++UgYNkDiDZQ/plKiCTMiDVa0h2B00LcDSPxdSBwGPpAnxWqkeF3oqxkWIMUgkRJWHQZGLxWakBe+pNeGeoCnIhg2XlLL45wmJAFhCmYkCYk/oGE6rqTKhvNEPT0jmIKmAYhIcKQTKlKBT2YDmXxlpZbNunhp5j9gSJkMHLs8W4OF0AqdD3vpCsAIu3mrD+lAVkj1wb2YeMocPavhUVFYVnnnsRX3+1EmazGY8/Zf95E7RmMYM1tIDVN6Nd+gKjFqzF1G5aVtuE/Tu34dO332j3/etvuQ3jLpls+x6rVbd31aABa3HZK5MeMDuf4azFDBja/xwiNvQmEx5f9kM7W/2TY3DHtOGt8zS1fWYVSfDCYSuqW+zPkdDwcEgkEsgUCoS1QjhHT51EQlw8yirKUVtX1zZW16xGxZn2wGSCisHsgUJc1k+EjCjf+9tiBLYWWvD0eiMnYIQrKOJwkpx1AlUUluhh7pAyhWTKiQgVom+WHAq5EASEM7PAgeMs9AYWIzIF+O9ABj9UGvBHoxkTIsW4NEZig0gaTSy+LddjR50JLw8KQZxUgEvXWWA2M+ibwSAqAiDMSZPajOo6E4rOGcC6IdFIaZmMFBniYiQIDeF+78j61m9t4Hy0yePymekSTMoSQiHhNuydXSasOWlBpbrz8zAz136WSJPLFbh3wUL8sX8fKsrKsOj19mec22yB6XW6wooHv9CjxeD9Gf7itNOICAuhoAgFRQJz8KgVqgAfBSgowkct2pcqQBWgClAFqAJUAapA71CAgiK9Y5+ol1QBqgBV4M+qgAMUMQhlsDJCyN0Etx3amAUiiKxm2z+5ZBRRhkRgysy7QMqgBLI5Ss+QDB1yi+c3ldXicCjNGghZu89cMoqER8TjmcX7IBDw+4O8r/U5SmZoRUq3AIFjvN3nZghZe/CHCygSGZWMp1/bDRLk7omNKyjSXHIav90/3bYEURSgGtP7Morw1Z9L6Zm5f1mEsZNuCvj+OkrP8PXZV+mZuIQ+mH3Ngxg2ag5f0z77cyrhRGKPHWJAvkrPpKQPwVU3Po6+A8b79KG7OvABRQ6//SBKtthhNAKKEGCE8H+Na53PCD6lZy76VWmzxSejxvnUSSQUICE2CgKBAEazGRKX7CNnjx2BxWz/GUDa+9dLMTy568/K/For5n7qPhtAaqIUA7IVQZPAYLEf8Y07rNC3unDFFAGGKoCbI+xFr0igutpgtcEi0RIBNFbghUoWRgvwy28srCwLItPMSQKQqhkkIB2sVlpuwPF8zz+rBQxwzWAhHp3CMULtwVGSeeK7oxa8s9OE5tZAMMksREqhkGwXHdvS95YhMzMrWMvmbXffL99h+eN3tRs399FFmHDd7bxteRug12qwcEL7dQ8aNwV3vfkFr3n0ej3uuesfKCstRUJCAioqKmzjrRYLyvNPw6jXt9l79XIJLs3u+u9VFc0sLv/AadfV4agIMUYOcZ9Rh9fCPHQ2Wu28z+rNzt9N5kwRIFsK/D3afoGKtRboLUC4hEG8VGAr7/R8JQu9m3ESIdplPQqEj642uIAiZE/I3nSlkZ8Lm/IteGSNsc0MIxAgsU9fSBX252BqWjpKztpLnT393AsYfdHFXZnS77Ef/GbEyl3tIa2OxsLlLB6dcBqhoSoKilBQxO+zRgdSBfxWgIIifktHB1IFqAJUAaoAVYAqQBXosQpQUKTHbg11jCpAFegNCpBoRxCDF71BgmD76ABF+M7jCxSRSOR4/r8HIZeH8jXts78DFPHZsUMHX6DIzKsWYtqsuyGWcCuzwGd+TgFuNwa9gSIOEGfyjP+DSNS1P/TzWQvfvlxBEYtBi7U3DWgzH3qpFUIZYKploNnrfBD05IwifLXxBooEC7Ry+BgMUCQsPA7PEtBKyL1MCB/NunKPyDzuMooEC8Thsy4uffmAIvnfvoVTK19rMyuQAlYSG3Mp4cAHFMn6prVeAhdHu6FPdmY6VCFKW5YIUurA0VirFUVHDtn+Sd6Ynz9GjL+NDtzZXHXMjNd+M0HXIe6YmSpDdoY8aEqQ4DMJzhaWsDiezyIjhUFOX/szMknMYKAciBYCkSJAbQF2tgDFBrZt+08WsCg4y2JAHwZ90hhbZoNgtqoaIw6d6JxhyTHninlSDIrvOrzjsFevZTHtf06YQCKXI7mf82dLXFw8qqoqkZ6RgTfffq/dmQmmDr5s9zZQ5K03luCXtT9DJpPBYrHAZLJfhMrCAmjVzuwnNwwV4uFLA/c7yvYiK57dYATZZ9cWHyPB0IF2qC0YzZHJ5+dfrTbwLi6aweih9nsXIwJy5Az6Su1laUgZqL1aoEAPOB4PP2+x2u5taiKDoQMYkPJKwfy/ON5AkUgFg6emSzA+I3D37qXNRnx7xJnhRigWI23Q4LatSElNxbmSEoRHROC9ZR8iNCwsGNvk0WZDC4t/r9ChvMF7NpEJfYyYk1UIlYqCIrT0zHk9onQyqoBdAQqK0JNAFaAKUAWoAlQBqgBV4MJTgIIiF96e0hVRBagCVIELSYHi9Z/h5Bev8F5S378+hfDB4yCXtX9rWigUQSoL3h/qiaN537yJMz+/z9vnQXcvRkjWEMhk7QN4IpEYEmnw3v4mjq67bQhvf8mA0a+vA8MIIZW1h1fEYmlQgBa/nPQxiCsoQszseOQqNOQf9Goxd/5LSJ54JSdXn332WaxYsaJT35iYGPz+++/tvs9IuZ/bvLw829/xyFvUiYmJNju/Pz0PtUd3cfLL0Smi33CMf7F9CQBeBrrY2R/wIm7kVIx+9MMuzuzf8I3/Nxr6+ireg+d817nsCG8j3TyADyhSf/oP7HzsGq8eh6b1x6TX13NaVXZ2X1s/nc5zVghOhoLYKSs9FUqF89neXFuLmtIS24yZUQy+uS3wAKBjOf/63ojfzzoDpJlpMmSnBw8UIWFOklUkEI2UnSEZPYLZPIEifxklxj3jAwfudFzD/nNW/ONbe8qV6OQUhEbHtHXpP2AAnnvxFSiV3J/7wdSI2O5toAjx+cXnnsGO7dvapNFp1KgosJebiVICG/4evHvw3EYTCKzlaAmxEgwZENz9JNlCAtFEDCAKHKPh1iVPoMis/kI8NzNw4E7HyQvrWFy/wg5qhcXEIiopua0LgbOefOZ5xMfHB0JGXjY2HjNj0WpDuypQ7gw8MLUFscJzFBRZtgwUFOF1xGhnqkBgFKCgSGB0pFaoAlQBqgBVgCpAFaAK9CQFKCjSk3aD+kIVoApQBagCHRVoqTyLLXdP5C3MiIXvIHHsbN7jAjGASxDU3TxjnvkS0TljAuECbxv+BOTJJBdCgJsPKHJgyT0o2/GTV32H3v0qUi+9gdMe/Oc//8GHH3aGGmJjY3HkyBFONtx1cgeKnPlxGU6seIGXTQqK8JILriVV+Iy8EO4RH1DE0FiDDXeM9CoRH1Akd9hwm63Ghno+sp/Xvgq5DOkpSbY5zUYDzp06CZJRZHC8AG9dLYFKFjwawmhh8Z+1JmwpsEeRgw2KkDkc2Q26KnKws4kQ/9yBIg9PFuOG3OBBIg5dLnlXj2Y9C4ZhkNRvACSt0CX595r1m7oqX0DH90ZQpLq6Gn+5ZZ5NB1JypvT0SZiNRiSHMXj3OikSQ4N370h2jsVbTVh50A6LnA9QxMLa715X2/m4d+5AkZuGi7BgojiopaaINld8qEeZ2p65IyGrD+QqZ3bBtRs2d1U+v8Y/8Y0eu/K9kz4Dk4S4b1IDGuvKKShCQRG/zhkdRBXosgIUFOmyhNQAVYAqQBWgClAFqAJUgR6nAAVFetyWUIeoAlQBqgBVoIMCxz96BoVrPuKlS3eCIsRRf8CL7gRFdj9zM2qO7OClMel8IQS4+YAiJZu+xOF3H/aqU08FRfw5l90Niqy7fShMmkZe57I7M4qYtRqs/8tQWC3Ot8i5OH8h3CM+oAjRpOCHd71KIwmL4gxc9XRQRCqVICstpW29hYcO2L4m5RU2/oNbJhESdFYbALMFIMFgIcPYytWEyQhkwOWUAS1GYOLbOt6giFwph0gqg1bv/VyHhUhsJT6a6px31lOGg5IyFodPschMZTAou/MChAwgbs1oIBAIEBETAY3WDLPFexQ8PFQKfYseLc0abqK4AUWuHSLCY1PEnMYTd/RmBjoTCytr3xOJkIVMzEAs8F5CwjEBAXgeXG20/TMmLR2qiEjb14sWL0HOYP+yfXFynmen3gaKqJuacPst82Aw2LO2FB0+CJZl8fnNUvSP5Zgug9w7IwOzhYXZytiy24gELMJk4Hzv7vrOiD0lFt6gSERsFFgri2Zth9pRHfZNpbCf1cZaOyhHng9m1l7+qWNb+6sV5MzGxwCjhnTWgHxH3FpyhjxXIuOi0aI1wWT2fO/EIgFC5GIYDEY0NzpL+vg6Xh1BkTFpQiy9hlsmEbI2nRnQGhlbBg4Rw0IkBEKl3EuCHq+04raV9rORmWuHDUm7b+EDmD5jpi/3A/r5yTIrHvlSD43B+zPjn1MlGJtcg4qKCgqKUFAkoGeQGqMKcFaAgiKcpaIdqQJUAaoAVYAqQBWgCvQaBSgo0mu2ijpKFaAKUAX+tArUHN6G3c/eymv9FBThJRcKV3+A48uf4zfoTwiKkLIi9af2e9UpvM8QKGKdQWFvnc9nRhHiB1+AqbtBkT9e/xfKd67mdS67ExQhju568kbUHd/Ny+c/IyjCSyAfnXs6KJKUEIcwVYh9FSyLwsMHbQFnkknk4jShTymqmgGNATYQoWMjduQSIFHFAhyAkXFv6ZCYxL30jEQqQUhYKD5edcannyIhg/HDYxEu0bcFqUl4mcSYSTDXtW3aaYXOXv0Bc6Z0Dlg7MhqQJSnDw/D9ljLoONTViImQYvrYBGgaGnz66+jgmlEkO1qA5fOkkPlIJmIDd/QMqr3wKJEKFqFyJ/DizaERS3S2j0USCVIH5ti+vnjMWDz5DP+fy5wXzrNjbwNFPluxHF989mnbKh2A1h/3cys3U61hbPfOHZtEzqXt3oUSYMR7cL9Bx2LeZwaIFGLOpWeEIhFOl5lx4kwTfOFGAgGD4QMikRJphbXVWXI+SWaRjnjH6s3O73S8d2IGNtDJ0ZSqEKzZVY2mZu+gCukfqhRj+rh4mDT+gSKxIQxW3iJFuNz7Q4xlGZSrAZ0RbnUh/qukdoBOwiEhkOPepeUMhlBkB27S0tLxzrIPbFl+zld7d5MR3+71rnNsKIM3b5fD1FxBQREAyygocr6OJ52HKtBeAQqK0BNBFaAKUAWoAlQBqgBV4MJTgIIiF96e0hVRBagCVIELTQGryYg1c7N5Lau7QZGfr88Ea+VXLL47M4poygvx6z2TeWlMOl8IAW4+GUV4C+RjAAVFvAtU+tt3OPjWAl6ydzcocubH/+HEihd5+Xwh3CO+GUV4CeSjc08ERUjwViwSg/yXlJxxBB1bGhpQdbYIt48U498TvEcySQKPGg0Dve84LSQiFjFKQOHjhfzvj5ixskCI7HRuwfLQiDDkndNiz5FaTlsmFDC4dnIMDDr7m/qO1pHx2LHfioYmQCQCZk5yRqddM4mQsSKxCOFR4fjwe9+gimOuPqkq5CQLwfoMsdtHuIIiq/4qRUq492wTDVoGDTr3AEFHkQhEkBHZPgDvTsibPzfgVLU9iO/IbkDOzNPPvYjYuFhERUUhJETFaQ+C1ak3gCJGgwHVNdWoq63FKy8+j8ZGe3Ybg7YFZXmnMbmPEK/N8X5JTBagtsUOifhqJOtNVAhrgxO8tb3nLHhuOzC4v9KXSdvnqrAQfPZLGae+pBNBGubOSIC2Wdv+3pEj5UKaOEARAcNg9qVOEIIAZxKXY88IBIiMjcBH3xdy9iEuSoaxA+SwWrnVvnHNKLLsOilGpHi/dwTMqtcCZH98NgZIj2Bt2VG8tYU/GfHbGQvCYuMQlWgvDUbaggcfQlZWNiIiIxEeHu5zuq50qGpicc8nOtRpvCNBs4eJcP9MKSrKyykoQkGRrhw5OpYq0DUFKCjSNf3oaKoAVYAqQBWgClAFqAI9UQEKivTEXaE+UQWoAlQBqkBHBfhmQuhuUCT/27dwauVrvDayO0ER4uixj55G0ZqPefl8IQS4G+7OwMwNBtTrrRgSKcQnEyVQvlXESwd/O5OAirugCgkQCoW+Mw14mjcvLw/k73gJCQlITExs67bnhb+g+sCvnN3t7owixNHtj1yJxvxDnH3ublCEOLr5n+OgrS7l7HNvvEc7d+7Ejz/+iEWLFtnWSUCRuR/twO7WYPcTuWLcve6c7bMlS5bYzvnVV1+NzMxMzrpw7dgTQZE+GamQiNuXLzFotSjLO4VXL5fg0mzP95tkDilvYqEztX+jnZQ3+XyXGdVqkqmCwbwxIkQpO7/1nhFpL8PgqRU1Au8Xcit5o4oIxdkKPbYfqOG0HRKRAFdNjIZB7z7KBiTlAgAAIABJREFU7ikpSEdAxDEZyawQEc0PFBmUFYY+cZzctXVygCLJYQx+/JtnXbRGoFzNuC3p8cpaIywWIDdNgFlD3ANA2dHes748t9GEVcfMiM/qA4Uq1OZbdFQUauvqoFAo8OW3P0BEyJpuar0BFHnq8cewb+8epKanoaT4rE0pi9mMs8eP4p5xQvxllOeSQiRbRYEbHspiZfHNXgsKa6yQixlcO1qE1Mj2904kABLDWEi9bA+Bi149ye3eKUND8MU67qAIAdJunBoPraY9KOI4KvoOwEjb/XIp8eR6rBgBg4iYKHz8A3dAKzlegZF9pGB5giIEbtt+t2dwzWAGyptIZqLOz7rX15ugN7LIjGFww0UiEACmY+sT7T3ry8d7zVi604So5BSERcfYhpNMSkaD0Qb4rVm/Kag37sc/THhzvb30lKdGlvXqPBmGpQtRTkERm0w0o0hQjyU1ThXwrAAFRejpoApQBagCVAGqAFXgglWAwPvnL7Nkj5KRgiI9ajuoM1QBqgBVgCrgQYHV16W7L7juoX93gyJNRcex7YFZvPazu0GR6oO/Yc/zt/PyuTcGuJ999lkcOHAAq1atsq11581puHazPahJgj2HrpIj+h07KDJ79mxMnz4d119/fTvggpdI3dDZEyhS/MsKHP3gCc4e9QRQJO/rN3D6qyWcfe4JoMjR959A8boVnH3ubfeosLAQY8eOta3v2LFjKCgowE8v3I0vD5ZBa7YvOzuUwV3PvI5hw4Zh8uTJYFnWFnSrqKjgrAvXjj0RFBnYN8vmvmPd5OvacyVQ19Vi331yW+kZd42UjChtZECyiXRsm46bsbfQ+bZ+n1iBLTjasZEsB8nh3mGRxw5wC1iLxSKERobh09VFMJm9v/GuUooxYXgMxNYW93UhWpMbkOoYJCkAWSuRQSL0/n/FQ8JU2LC7BrUNBp85QjKSlJgwMhZNNfVcj08bKPL4VDGuHuw50k8gAgITdGwkw8Gra52B3rkXi5AZ0zk7QrgciAnxrGGZmsXVH+shD4tAbFpGp3kWLV6CnMFDOK8r0B17Ayhy9ZxZMBgMEEskMBnte9JYXYn68nLs+Jcccg+cCNmVSrX7LCJ/FFuw/qgzjUVUCIN/TO5siNxpcu+8wSJc751AKER5E4ODJxtgJDVkvDS5TIiLBkcjQmr0mM2DrM/C2stAkUZOMcm24S2Hh0KpwLbDjaio0cNKLquHRuCMuGgZJo+KRUtrBhcuZ8+RUYTAO/eM93zvztS6L7tF5nhxtfPezRgsxIj0zoRciBSIV5GfP+690pmA8Ut1kCmUSOzbr1OntRs2c1mOX33Is+OhlXocKfGeJmVoqhAv3CCFXMJQUKRVaQqK+HXk6CCqQNcVoKBI1zWkFqgCVAGqAFWAKkAVoAr0NAUoKNLTdoT6QxWgClAFqALuFDj52cso+OFdzuJ0NyhCHD38zkMo2fwVZ5+7GxQhju596W+o2s/9j+K9LcD9yCOPYPny5Zz3xLVjZWWlX+O6Y5AnUIT48uu9U6ApLeDkVk8ARVjWip+v6xw09bSAngCKWIx6rJ3XOeDkyefedo8IHDJ16lROZ6hjp/z8fKhUgS2h0ZNBEYPRBKnEHlQuPHQAYTIGW/7pGdLIr3FGM5esM4FkERmcIsTluUJsPm7B3kJnQDE7ToDrR4uwM9+CracstiwiJJtFTrI9/Jsd4zm4u/SUFOVa7m9KiCVij4FWxx5bLVaYzVzqQvA/OiTDkpCQfD6a2WThXPrCYYpkFBkVasD8Me4pAhIjP1sPmKyMDVR5qTU4LZMwWDBDDLLkRW5AkQ+2mmzZX+JCGcy9WAyl1J7ZgGQukYnd783hciv+9pUB8Zl9oAi1ZxUhjUBWt97+V8y96WZfEgTt894Ailx75RzodO2zapB7JxQAe+/1nLXCce9qmll8vdeMJi2L9BgBbhglwuFz7kGRo+csWH3IYrsXj17uLGfj7d59USTGsQaO2cIYUpqJlK/yvqVWKwuLycK51BKfAyIQCmzZzTxBFg5b/tw7AorM6C/EizM9lwI6R6C51tJbL/1stMFlc3KFtmciaa6gyGWDhRiSIsTX+8worrEiTA7ceJEY0Sr7c87bvoz+rw4EYItOTkFoa1YRx9qCCYrsL7LgqW8N0Ju8Q3j3XibFFcPtMA3NKGLfGQqK8LnJtC9VIIAKUFAkgGJSU1QBqgBVgCpAFaAKUAV6iAIUFOkhG0HdoApQBagCVAGvCtSd2INdT9zAWaWeAIpU7F6H/a/+g7PPPQEUKV7/KY4ue5yzz70pwK3RaHDPPffgl19+4bw+146lpaXdmvafj9PeQJETK17AmR+XcTLXE0AR4iif0lM9ARTh63NPv0fvvfceIiIicNlll2Hx4sX4+OOPYTK1Ru84nSRnp9jYWDz22GO2MjSkbM0TT3DPcONpKgcowtOVoHYXi4QIVykhEgjBtAZ6ScD6xlwRHnKTjYA4Q94uL663BzVdgQTy76tHiJAew+CLXWZUqVlbEHTexWIYLcDH20xtmTZIloAHZ9kDr8lhgFziPgC5s1qENaXdV8YkqOLzNE5AkSdHm5EW4T4iX6MBGnX2fTlVacX3+5zpXgggQILoBBQhwMjwNAEuay094xrEHpoqwOyhdr1JBpW0SPf7QgLhI9/QISwmFlFJybb+iUlJ+Pd9CzBkaC7PlQW2uztQZMCYyUjplxPQicwmI7Z8/r92NgeNm4K73vzC5zzVVVV44/XXcOjggba+5N6NSxfgzaulbsdbWeBMrX1/P9tlQkmdc28u6S/CxX0YGzxSWM3aSs9cN0qEyBAGb2+27zlpd04SIzbUbiNWxSLMAwt2skmAT894BiN8LvAC6kBAEbInZG/ctSYdg2qN/RMCXBHwijQCxP1rqgSkZI0DpsuKZWzQ3O/5Vmw97YTV0qIEuHms/d5lRbMeMznd9Z0Re0osUISFIT7Dng0qKTkF8266GZdOnRY01V9dY8C6w27SR7nMmBTB4L+3yRHRWmaMgiJ2cSgoErRjSQ1TBbwrQEERekKoAlQBqgBVgCpAFaAKXHgKcAZF/sTleS68XacrogpQBagCvVOBPxbfjfJdP3NyvieAIsRRPgHungCK8PW5Jwe416xZgzvuuANSqdSWij5QjbzZTcpJbNy4EYMHDw6U2YDaIaBIeHwqNhwr72yXZUEyXnBpjEAAgbhzcO2WsZlchvPuc66uBVtPV3UaZzHoONtiBEIIxO0DcQwY3DyWe1YSzpMByK9UY09hbZd8Fko7v+k+9+IMiDzVJ+HjYBf7LliwAF984TtA25VpCHgyc+ZMv030RFCELEYmESMyLKRtXeXHDuDXu2SQCN2XL3FAImQAAQbIG/SO5voWvatQZQ1WfLLDGWgUChg8PNuZGSMpjLUFVN21xcelqDNwzyri9wb18IEEFPlwhufyHq5ZXo6XWfHjAafej1wu8Rh8dgVFcpIEbRkBiBzZ0a11d9xoM2KJzpZBJGPoMNun9y18ANNn+H8/AiW/O1AkULZ92eEKihA7Z4uL8M+/39lmkoAiq++QIbEV5HCdi9yzwjoGBBYhbfl2M8obnWdhXLYQk/p3zgCi0bNYusncVpLlrxPESAh33qXYECBM7h4G+qRAgtNq39lxfGnS2z/XnVNjyZXuH05NOqBa49ST7AnZG9JIqZt/TRMhRNr52bXtlAU78p2gSFK4ALdPsIMiAoZFRhT5b2flzjVacdXH9t8TM3OH2/57w9yb8Je/3RE0mYtrrVj4mR6NWu/ZRK4dJcZd05w6UVDEviUUFAna0aSGqQLeFaCgCD0hVAGqAFWAKkAVoApQBS48BTiDIhfe0umKqAJUAaoAVaCHKrD6YClK6lrceMfaX7Pm0tzkyc6ICcGsoUlcRvPu8/Xes6hRuwm+e6nr3mkSNz4PSAzDpQPjefvjawBx67NdhVCT4uwdWxd9vnsq95Ibvvz093NSJmbEiBGwWIJTBoH4FR8fj0OHDvnrYlDHEVDkjF6JEwXngObOEIPfk0cmIzpChdvH29+4DXT7fn8JiqqbgJqzgTOtCEdqWgquH50WOJsulj7bVYSq/OOBsy2UAFHJWDhzYOBsdsHSqlWrMH/+/C5Y8D5UqVRi9+7diImJ8XuOpUuX8hpbVFSEX3/bCpJlyJ+mbbGPi4iMahtutXYGDUJDFIgItYMiFrMZsepjeO9a91kNyI+8+g6lYF5da7RlGcmKs5fA8FT+YcMxM/YXWW2fTx0kwqgMZxBaJQXiQ93/4FxVIsbeWo5lMPwRqpeM8QaKEOUKXMoBuQI8JLPBQ63ZW9wt9e1NRpCAd7gCuHmMGGEKZ4Q6OZxkp3AvkKMMhiNgPfemW3DbX/7a7Wr2FlBk5/ZteOG5Z9r00hYexJo73Kf4UBsYVKmd0hIg4as9ZuiMQHwYg1vGiiHxkHiHlIHadNz+O8Zjc9oDDzIRi5QI91u2rVqEdTSbDwayGtwywr24JQ0MDB0SbTjAq6mDhBid6f65ZTTbs8JUNrGQS0jpGRESw53PQ/IsJM9Ed23WB3pUNbNtoMikSybj4ce4Z9jje0E/32nCR1udMKC78VIRg9dulmFgknMNFBSxK0VBEb4njvanCgRIAQqKBEhIaoYqQBWgClAFqAJUAapAD1KAgiI9aDOoK1QBqgBVgCpgU+D1dSfAlp8GzN7/gMpLrpTBuHJ4CvrEqXgN49K5skmHz3cVAY1VQHM1lyHc+iQNxI1js5AcoeDWn0evwhoNfthxAqgp4jHKR9foVEAe1mMC3DfddBO2bNkSuPV1sHT//ffj4YcfDpr9rhgmoMgvxRaYiw4D9aVdMdV+7NAZmDwoCcPTIgNns9VSs96E93/LB9tUDRTuD5z9jOGYNXEECHQV6Fat1uPT7fnAkfWBMx2ZBKQO7TH3qLGxEf379w/c+jpYmjx5MlauXBk0+54Mk79zDxs52i+YTKexR5bjExLbzJscKQlcJoxUKaBS2APU+hYNLlEVYuEk93TA2XrGVkbGtal1LM7Vs7Ygoa+8H8dKrUiIYBDVWp7AYYfAI31I9go3bXeNED+d80ArnPcd6b4JvYEiOhOD0sb2vpE9IXuTEskgVO55Z8h+FtdYkREjACkJ5NoiFUCU0v2+XL3cgJIGa1vAmpS+eOChR7pPoNaZj/y2Dv9beHu3+DF86hW445X3Oc394w/f43/vvm3ra7GYkdpyDG9c6Z4OqFAz0HRIOEYgEZLtoV8CY8te4a2RexetYmxQSceWHeN+f/PUAiwvoOVnroxuwUWp7oEP1yw+Dl0rG1nUaljkJHvPxmJlWRTVAIkRsJUKcm0hUhYJoe539N8/GLCz2HnvBgwciMVvvMXpzPHtRJ4fCz7To6jGcyYjYnN0lhBPXyOD1OUxTUERu9oUFOF76mh/qkCAFKCgSICEpGaoAlQBqgBVgCpAFaAK9CAFKCjSgzaDukIVoApQBagCNgUWf7oOKD0WUDVGXn0rJvWPC6hNhzES3FY3a4BjBErgmvLEhytRKZgwdQpGZ0YHxee3Np6C8cR2QNsUOPu5szBjcCJyksMDZ9NPS19//TXuvfdeW4kYT41kMoiLT0BaegZkcnvpD5IVQKfToriwEFWVFV5L1igUCnz33XcYNsxeHqAnNQKKrD5WB5zeGVC3smfMxRXDkwNq02Hs50OlOF2hBk78Bhi1gZlDEYYhUy7HtJyEwNjrYOWrPcUoPbwXqCsJnP2cKbioXxLG940NnE2elhoaGkDuxwMPPABylzw1oVCIcRMmQRniLK/SsS+5g3/s24Oaas8QHSmz8cEHH2DMmDFQqVQQi88fvGA2m5EzdBiv8lS+QBESXE6ICoXVykIitr8x31xbgydGVWNcuvsgpyMw2qIHNhw342ytFVcOF9kgA66tSs1i4zGzrWTRtBwhokLsQVJPAWtSdoaUn+HTSNw1O8yKCbFmREpZSAWAzgrU6hn8WilCUbMgUD8F3boVL2cxLdGEWBkLlQgws8CpJoFt3hNNQuj8SCLFthjx0gT3AVvySNK0luf5YKsJLQYWf58s7hSA9qbh72csOFRswcAkISb0E9pKX9gAnij35WcW/WrCV4fMbaBIRmYWGhrqMW36DPz1jv/js10B73v3iOD8HuXN0ZCIKDz5/S4oQ73/bqHT6fDg/ffafp6fOG7/HZLc1VtTzuLGXPeZKxz3jmSv+PWEGSX1LMb2EfqEEVz9JVljPt5mRIRSgCkDhUiO9H7vCFP2+EH3GU486UDOTGaIFZPiLYiRWSAV2sGyOj2DbdVC5KuFsATo1093PoyNsSAjxIoYuRXhYsACFvlqAYo0Auyp8ZByxcfpe36Y3mPZJldQhJTWamixgpT3cc3K4+twHz1nwa4CK1KjBJgySAhJK5OSGcVC6OaxuvKgGa/9Zmq7d2HhYTAZTVj8xpu23xMD2chZe/knA8zeORE8NEeKGYPb60tBEftOUFAkkCeS2qIK8FCAgiI8xKJdqQJUAaoAVYAqQBWgCvQSBSgo0ks2irpJFaAKUAX+JAroTBa88/5KoKkycCsWinDr/PmIDeX3h3muDiz+5QTQUA6cDWAZkoyR+L8rxyHUU256rs556Ld49SHg2KYuWmk/XDh8Nu6a0g8SEffAZiAdIAHpPXv22ErOZGVlwWj0nJEmNi4OI0Zd5HV6Ao38vmM71GrPME1CQgI2btyI0tJS5ObmBnI5XbJlA0X2FAYYuGIw6/Y7g5KZgyz23S150LZoA3sukwfh2ssmID3GM8jQFaHfWH8SllM7Ag5c3TI2E3FhwXle+VqvyWTC1KlTQYJR5G/BnhrJpjFgUA5kMm5+1tfV4djRw2jxUO6FACJarRb//Oc/8fjjwUv37249Z0tK8J8nnsTOnbt8yWP73BcoEhMeAoVUAqPZAgmpTwJAXVODV8ZVI9elhIDrZI7A6IqdJpTW2yO+QiFw5yRxpywh7pzUG1n87zcCMtg/JeVO7ppiz1rgCRTRmBm8eIQ7KCIRsHh4sAFyL9VqGo0MXjsugZX1lQOFk9RtnbJDrZiWaEaywnNklQTKCfhCfODTZAYjnhzj3u65RkBvYlDRyOLj7fZSbdnxAlw/intw3FEyg4yd1E+IcX3tAmZFs24D5e/sMuHDPU5QJDEx0XYfSVu7YTOfpQW871cvP4Lff/wCJmOHNBwBn8luMGPISNz61BuIS8/2OcNH7y/Dt998hT7Z2SjIz7f116rVmJ9dgjkDvWeuWH3IAgIWkEZOz7yLRUjnAGkR6OOjbSZUq+13lpSpeWCm93tH+j12gNtz0/YcYIAHc/QI9cLPac3AomMyGH2ABz5F7NAhWWnF9EQz+qg8Gz7ZJMCGchGqdPx+93txuJtyja3zO56Haj2LpRvt9y42lMEdE8UeS3B1XNtLq41t0NqQFAEub4WFUsJZyNxo+dNxM57Z4ARFpFKpDSAkP5u++m4VX+m89n/yWz125nmn2tKjBVh8iwzhLiWriFEKitilpaBIQI8kNUYV4K4ABUW4a0V7UgWoAlQBqgBVgCpAFegtClBQpLfsFPWTKkAVoAr8ORTYX1SHrV9+HNjF9huHhdeMCaxNF2s2UOTMXvLKeMDmGH/DX3BRVnCyiRAnF69YA5SdDJi/kIdi2rXXY0hKROBs8rSUk5OD2lrvexARGYWLx47jaRloadFg26/ey9iMHj0aP/30E2/bwRigNZrx7nufAC0NgTOfPQYLr+OvHVcHbPeouhgoP8F1iM9+/WbOxeW5wcmAYrtHq/YCJ7f59INzB7kKw6ZfiUsHxnMeEuiOpMwMKTfjqZFsH8NGjERUdEy7LumCJiQzaoQKjLBAgEZWhj3mzplc8k+fQkF+nle3KysDCAryEKixsQmLXnsNK7/8yusoX6BIZKgSKrkUJosV4tZX19V1tfjvxCr0j/WeUcQ1uEmcmDFYiBHpXsiMVk8La1h8udseUHW0x+Z4D1gbLQyePuwbFBEwLJ4fxg8MIAH0jRVibK307bs3sUmAel6m0Suc4m48AWAICMOlhZqNeGS0+0C4oyTQjjwLtp22B3YJC7lwphhCkuaBQ3MFRZIiBLh9vB0yyYhibbY6to/2mvH2TmfAOiExCRXlZbZu3Q2KcFhut3VxlJxJTU1FSYk9y5OuWY17+5dgWiuc09E5B5DwxnojtC5s6ehMIaYO8n12G1tYvLOF370jPnABRUj2kOmJJp9lpzqu6YmDUli6CGqRzD23ZhkRIeGXpmTJCSlq9BzvBQdQ5FiZFT8dMLctkcBvBILj0lzvnVwC3D/D/jxMDgPkbta14bQZj6513juSVaulpQWZmVlY+t4yLlNy6nOy3IpHvtRDo/eu7U1jxbjjks4liigoYpeZgiKcjhvtRBUIvAIUFAm8ptQiVYAqQBWgClAFqAJUge5WgIIi3b0DdH6qAFWAKkAVcFVg26kq7Pvh08CJEhYLZIzEwpkDA2ezgyVbgJtk5zB7zmDBa3KBCLfdNR8xKu5vnPKyTwLc//sSqC/lO8xz/8wRmH/VBCil3N+yDtzkdkvx8d6D66lp6bYMCAJB+8jcNFExIgR6hDN61FvlqGIV2G5O6eTent93ob7OO4jSXQHujs42aY34YOm7gKV9AMtvzaNSgJTBwb9HJUeB+nN+u9luoFSBS6+di2FpkYGx58bK4i+3AEUHAmPfVotiDC4fl4N+CaGBsemHleeffx5Lly51O5LcnZGjL2oHiSgZI6aLijFFdLbTmHNWFbZZUvC7OandZwV5p5Gfd9rtHCQ4d+bMGT88D9yQ3Xv2YN7Nt3o06AsUCQ+RI0wph8lsgbg1o4imvh4vXFSB4cneQRHXzAZKGfD3SRKQIKevZrGSjBfmtswGqZEMbhlnf23eU0YRtQl4+aj3nzOk1MxtfUzIUrV/+51U9TJZAYsVEAkZiBjW7Zv+XALi3tZGABUCqnRspGQDKb0hYuxZHDq2BiODD/MkqOeQXUSiN+LpsZ4yijDQmwC1jsXSTfbnKVeIwOGTK/xz1XARBrZmlfGUUWTpDhM+3ufMKJKcnILSUvtzkYIink/Lxg3rseS1RXAFRfTaFtyZVogrc7yXntmZb8HWU60gkBC2zBWO0k2+7t43e83Ir7Kfn3Alg7su9X7vSD9f94L8OHhhWOeMG+QmmC32/5GMQ2KhPQOKa8tTC/DpGXGXYJGnc/WQuHlUkftOyvQQ/s3dr3uk9NPyAgnOtfjOLsIlowi546+ttf9uzTeTzytrjbC0PrYm9hdifLYd/EmNYN36/sNRM57f5ARFwiMi0NjQgJycwVj0+hu+jgHnz9/bbMQ3e7z/bhYiY/D6LTJkuQELKShil5qCIpyPHO1IFQisAhQUCaye1BpVgCpAFaAKUAWoAlSBnqAABUV6wi5QH6gCVAGqAFXAocCWE5U4+ONngRFELAMGXYoQmQj/mNw3MDbdWFm8ah9wcmtg7CcOAGIzghqQJ44uXvw2YNR13efwOCA1FxAIg+6zL2cPHz6MGTNmuO027bJZEImcgaJ4pgWPy5xlJoqarfi6yIKFOSKIXN4Sf1g/CS2sM0prMOixZeOGTnOQ8hsnTpyAQsHxVVdfi+ni5xq9Gf9bEoDAhkgKxGUCMRk2j4IOXOX/3vUsKCTCljMFEEpw7ahUpEcHp+yM7R4t/wmo8J4dg9NW9h0HKMJsXW8dlxm0MllcfKmqqsLIkSNBStB0bDMvv6LtW0KwuEF8EuNE9kwHpB2ut+KazQYkKhisnS6FilAGAIysEJ+ZBuGAJa6tL7lH5D51bD0pM8/Jk6cwa45zzQ5ffYEipJ9EJIJKIUWI3J6xg5TquD4mDzcPdx+wLqhh2sokcNknPn08gSKkZMSnZzxTKBPizJiZ5Hybn8xZ2gjoTAwIKLJ8h8lWkmVoigCzW8s6kApvcSon2EG++qRAAhK85tNIJoO7+xugcJGrroVBow4g2UoOl1ix5rAZMgmDBTPsgXkSNE+PbA+V+ArIk3GVNUZ8NMM9KNKoY1Cj4eM5t74KCZAU5j6jwF3fGbGnxILM3OE2Y5dMvhSz51yJfv37t/s5xm2mP1evs8VFIMDI999+07pwFiPYI3jkUvfnvLiOsQFPwWie7l21nsEbJzxn8hkUbsVNGcZ24FWFGtAQ6IkFVh0w40SZFa4wmLvz9GOJCHtq+cG7EiGLf/U3IlrqPJtNOqBaY3+WF9da8cXvZls2nYdn2+8d4RpDXPqT7z1xUAZSCspb+0eGFmkR3sG5QO+Lu2eEY44XN5vw3REnoDU0dxiuv3Euho8YGTA3qptY3LNCh9pm7+JM7C/CY1dKbc+0jo2CInZFOIEid9x5J1KSg5dWLmAngxqiCvQiBSgo0os2i7pKFaAKUAWoAlQBqgBVgKMCFBThKBTtRhWgClAFqALnRYGtp6qwv6sZRRgBEJEEJPQFxFLIJULcNaVf0Pxf/N0uIM8JHfg9kTICyLaXyAlmQJ7YX7zoDcDSPgDI22+JHBg4uW1YsH325d8jjzyC5cuXd+pGsiDMmHV52/cHCOtwh+QIZHBJZ77LiPVlFtyeLcKTuc7i9bWsAu8aclHFKtvG//Kz+/IyS5Yswbx583y5eV4+1xkteGfxEv/nEoiAlBwgLM4GATlaMPfYlpknfxfQ4rnsifcFMUBiPyAiARDLbV2nDkrA0NTglUNa/PGPQGW+/zoTCCc0HlCGt9m4YngysuO6L6PI22+/jeeee67TmghoRYArR5srOYHxQickQr5PYKtH9xshFQCHr5ZB7AJdsWDwvnEojljsJWvKSs/hyKGDbrXrKZl5iHOkDM0LL71sK0HgaFxAEdI3RCZBVJgDVGIxzHoUj01xPl9cF3+u0Z65wrWdqbKisMaKif2EkLZCN+4EI9k1tpwwIzFCgEFJgnYZBkhpE1LixF3bVi3CulLPgeSOWQV0JmB3IRClAkz2yv8tAAAgAElEQVRmtGXYIL4tvEyMZj0LtZ7FuEymXYCTZPV47ZjvEjeuPs7LMGJwhDOCX6FmUFRjz1oSrWLw9R4zCqrtn5MSO0SDqiYrhqUyCHNJkrKiQIxTau8lRArP6vHl1e6vMcmeUNLQPmfDnjMWNOlYZMYK0MdDKSFijQSDj5ZaMSRF0Ck7RZSSRaQHrnD2B3pUaYCMocNsTt1z3/2Y6fIzzP8Hzp9j5MkTJ7DwvnvaFhtddxjvXuceFKlSA2pD+/0ta7DiVAWL0ZkCqGSey6iQW7XxmBnRIQyGdygPRUb1iXF/7443CvB5oWdA6+HBBoSJnWNNFmDXGRahCgZKKYNX1xht5500RzmVOg2LMVmAzOU6cy0t5XoqpiWaMTne+btRtQY4WwuEKRnbc4Wsd1+R894RYKzZwCIjCu3O88/nxNhV4/3ezQhrwaQs930Kau0wmmv7o9gCss5pOSKv5XjIc+jQWSuyYhnbM9G1hcmB2BD3+/L3bw3445y1DdC67vob8bf/+3tAL83PB01Y8ovv7INPXi3FpAHun80UFAHOlZbil7VrQbRwtKeffhrMU0891W53KSgS0PNLjVEFbApQUIQeBKoAVYAqQBWgClAFqAIXngIUFLnw9pSuiCpAFaAK9GYFduRVY893K/xbAgloh0QBqYMBkgnBpQU1wP3tToBkQvC3ycOA1CGAXNVmYcFlA92m8fd3io7jFi/6r/9lSSQyIGWIXWsStWttwdSYy7r79euHpqamTl0z+2SjX/8Bbd9fLNsCKdO+jMLsDQacarLirgEiLMxpH8itZ2V4VX8RmmEP7Ozd/Tvqams6zTNu3Dh89913XFwNeh9ShuKNVxb7N0/mCEAVAxDgqkML5h7bQJGCPYCmjp/fUgUQlQ5EJgKi9sG33LRITBnovSQRv8na9178yWqg3H0JFa92SYYWUs5H1jnbydjsGIzpY4cpuqPNmjULBw50LqeTkdUH/Qc4S3gtlW/s5B4pO7BwjxF9Qhks6HCPSGc9K8IDejtcxrIstv+2pR2A4TDYk0AR4lNlVRXGjJvQtl6uoIhULER8pD1TDGnyykNYMc89MEEyZdS0vrXv6P/iantAkZSzuHOi2G2JFRJM/XyXCSX19vCYa3YP21g5EOMhMPpVsRiH6z0Hc11LQ5Bg9akqBq+vM9qyeNw3XYR3NpttJVkyYxjMvViMV9aYQJ49T14pBqn45MIJ+Sy10fEwvTBc7wwGs8B726wggAZpBAzZkWfBttMWCBgG918mxoodJtQ0s7hlvBgXpTFtGQ5q9Az+e1ICK+s54L/vUDM2/s09wEPmy69xjnUtheHwxdM9XdQa0CclQm4ZI0KSS9CaZD5xly2A2Br5hg4iqRQp/QfZTL+25L8YOCinOx4HvXLOFo0G119zZZvvdacOYtN8Wbvz6Piwxcig3OXXBpKp48eDZhukIBcz+OtEMcI9AD2uZaIevVzS7nc2pYRFovPqt9NxU4UIWyo8A1qu945kzymsY/DCT0ZbqZmHZ0nw2U77fY9QMpg/WYzF64wwmoEHZonRN8aeWcfRuGTUcfRViVksHGRoV3Lmy31WbDhmQf8EAa4eIcJxos8BO0hC1vzlHjPO1rKYM0yIS/oJEC63P4e0ZgavHZdAb/F879KNzfj7xe7vXVkTA60LT0H246Wf7d8YnCLEnFz3z61GLfDRdhP0RjtUduUwZ6knMpZk8SHZVzo2ovOl7+nRYgDSWwGthQ8+jCnTpgfsDpA5Hlqpx8Hi9r9/dpyAlNh5dZ4MKrl77SgowgMUIfQIbVQBqkBgFaCgSGD1pNaoAlQBqgBVgCpAFaAK9AQFKCjSE3aB+kAVoApQBagCDgVOljdh7Sfv8xMkNtOePcRNYNthKKgBbn9Kz6iigKyLPK5zUv84jCSvaAapLX79HcCg5W6dZGhIa4VDPIyaOSQJA5M8REa4z8S759133+0R0EhKTsGQXPtb2aRdI85Dlr4Iq85a8e9B3t9KJf1/KrHgilR7QOJfumltdnZs/Q3NzWq3vpK/S8+fP5/3OgI5IC8vD6u/W03C8dzN5kztBFp0HDz34nQkRQSnvM47m09Dl7cfaKzg5jMjBLJGASGRXvv/dWIfRCo9v73NbTL3vRZ/vgEoOcLdRHw2QP7npZHg1j8v7WfLhHQ+28qVK3H//fe7nTIiMhIXjx3f9tl14tOQNxTjpt8MyA5lsGqqDDIP7pLgWPa3OgyKEODjCRJ8yoxCgcWe5cVgMGDLxvUel9nTgBG1Wo0l/30T77691OZzfEJim+8mslA3LSEq1FaGhrTCQwew+AoJLvHwFj0BRQgwQhoJkr6x3hkpHdNHiMkDhLaMHSRYmx0rsGXWOHzOijWH2meHIiAFaSESIMFDeZOKFgZvnfac5WNSnBkzXMrOEFjidAWL7/bb05445nBdsgNs+cdkMaJUDJLDWMhb48AfF0iQz7H8jELE4vEhBptpEiAuqmfw+nojWlorFT06R9Iuo8C5ehaf7rT7RbJATB0kgmvZD08ldswWFnsONEOjtWD/fXKPcOaZWsZW7oa0bacs2JHvDPT+e5oYITIGhdUsSuqtGN9XCJLFhTSHHrazEs7gbxOcQXFPZUlI3xFLdIhJS4cqwv5sW7ths8c7Qj9wr8Cs6VPaPiD37v6JYtwywj2c0aRjQDJnkLZ4nQkGk/MuE0DimpEi6E0s9pyxIjvOnqXC9cyRcQRcIAADaeTRndahBJLDGQJOvHBEAosHcCkn3IKbMu1nmWTwKW1kUKVm8eFW3/fuxtEiZMUJ2p39/2fvPKCjLN4ufjfbUkgCSSAh9N6rgFKVohQVG6IogqjYGyh2xd4LVuSPBQsgfCBFREFQulKkN+md0BJKym62fed5N5tsku15NwRy5xxONDvlmd/MbJKd+95n9kEd/jkRWPqZ51qaUUHnnLucuwOnNRi/yApxWNFpgUeu1CviGVc5k+3A2D8tytlokByBmzsUPnfeUuyISPDfTVk4d9aKPx+IzH+PKLqS+zM0igBGyqaDNogwx1UGd9YrqXcktl3HHLi0XgQi9Rrl/Unep1zF5XYk/18l1lHIbch9vAmrLfh0mRWVUqoq/6TM+f0PiCOdWmXDARuen2pGTq7v38vuutyA2zt7F65RKOJckYBSz1Aootb2ZT8kUECAQhHuBhIgARIgARIgARK4+AhQKHLxrSlnRAIkQAIXMoH9J7MwbfzYIKagAVr39Vs/rEKR2WuBLX/6jSG/gqTFqdXKZ/0aCTEYeGmtwPsMsuYHY8YBOecCaxUZ40yJo/V92d4wJQ7Xtin9VOCdOnXCnj17PM6lXYfLULlKFeW1eI0ZL0cuw/ClJixNs+GxZno82tT7BcqPu20YvTYXQ+rrMLqNHo/k9IKkz5Cya+cO7Pxvu8cxr7vuOowbNy4wtmGqpQhFZs8HLHk3q/7GEZeYpj381VLSuEg6l3CUH1fsxbGt/wIn9gXWfZ22QLx/t5DL6ldG5wbhcej4YsZy5GwP0E0oqRZQ3ekQ4K/0aJqCNmLJUIrllVdewdixnt97GzRqjPoNGirRRMCBt6IWY+rOHLy+3oJYvQbrro9UTkaWxYG/0uyoZAA6JWuV7/13xo5+852X/lO6G2CtVAM/5hZw8JbKSeqXNaGIazlSUpz7zp9QRKeNQEJcDKIMzku/PRvWoXfDCLzZz/N7qVy4iijBVVxCA/mOXByK3um7ZVbl0lrECAM76FCpQgTG/ZULa94dqogWRLwgxZdrxbiVVmyxRKFCtGeFz/AGuagTW5D6RYQicr05fpEF1SppcHWr4u+d01ZbcTrbgXsud44fGwmkxDovRZcf1+FXH2lu3Ld6i0o2DKrjvBh3XeIfPOXAwm3iIOLAEA+XqH/vsilpXoZ00imOJ3UTHdDm3fHm2jV4bUPxy/mV687h9FnnTfQ3txrRqqrnS2F3IcGhdAe+zxOlSDuXYMa1VtUqRmBwZy20EZpCQpHODbS4vLGTtS8Bj8XmQMdPzajZrAW0eQKjseO/Rq1atUvx3eDCHqqoo8j+LZvQKMGGH27zLIySHborzzVm5lorxFXEVa5prUODFA2+WWKFCCNEyNevlQ5NUiPw5UILMs3O/f1wLz3i8hwgqlV0INrLPf8vW2349agBCZU8V7ihpgXtk5yH+egZDTLztGJy7hIraBTRStEiAoqjp+249wpnn4GIpDytsLuTiQjVxNVDUr3M22xDu9oRaJhS/HxsPmRXePVuqYOkdalRyVEo/Y0nR5P1WzJx7KTzfL/Sx4Brmnh+D8q2AIdPO98PxbnoswXONhWMGjzQU684p7z1S67yviRj33W5HjvSHIWEc01TI3B9nkCofpKY4HkWaQz60YwdJ+yo1qARjDHOVIPvvP8hWrT0/bt6MCfl43lmzP7Xd8pHcYn5+I4oVEvw7sRCoYiTOoUiwew+1iUBFQlQKKIiTHZFAiRAAiRAAiRAAmWEAIUiZWQhGAYJkAAJkIBCwO5w4KO3A0yZkVjdmQIlgNK6ZiX0DNMFt5IyY9tiwJzlPxJ9JNDM/4W8dCTpJyQNRTjKB19NC/xCvnW/gEM4Hxfc1157LVavXu0xxr7X9M///iOGf9FIm46NGXY8+neu4m5QJzYCD67IxbzDzosZSZXwSFOngGTtKTuGLjFjVAu9IhaZb62D2Zb6zn1qt2Pe3DnFxtRqtbj++uvx+eefB8wsHBUVocjiDcDJ/f67r1IPSG3kv15ejd4tUtG8esWA6wda8Z9dJ7B83XZn+hl/RVK2NO7mr1b+69dfUgP1qhSkdgq4oZ+KC7YcwYY5UwC7byt55XaxlX9Bm/tw4RS3eZvW3r170bFjx2IvX9GzF6KinE4yPXX7cIN+p/LfFjugz7s77DzHhLScwpdwu2+OUur9fdyO9kka6PJykbxs6oKTDudrnoQit99+O0aPHo24uDi1lkrVfgIRilSvXBHaIk+jZ54+jeP79uDfEc65eyons4CM7IJLQrMVMObdDU/624p9JwsuseViWi6opYgLgjw97yoxRiA1zvuT6+Ja4SqSvsVg1MB1DZwUo8GMIQVilnMm4NOFNhw748BDV+oLuXkUnYOkqPnyTwvqJ2vQu4UOjao4Yzid48C1E9xySfhYkbf66tGltjMaEc6s3GPH9iM2yKW9XKT6KmMX5qXGuVIH9yP/0nwL/trtZJdtKmDo6kucT+bcHYmKXtI9WO3A3lPOscVtQVLQuNbl5DkH/rfIeYktpWdTLS7Nc42x2aCkDJEil9SpcfCY+sLV9v7pZux1VEdcYpLyrajoaORkZ8NgMGDK9JkwGr27wPgEU05efGrk49i8eROqJFfB8WPHlVmLo8/2Nat8nrszJuD4uYK9JfvYlcLlt402rNtf8B4vb+eSdkVK0XMXqXOghtMwyWNpPyYn351GE6FBlKHwfv5juDFfaLHtmAYy9r4TdjzYQ5+/jzx1LHvy8wUWpFbU4KGeWlRw2yZ9vjYjK4Cjt/SBgkYHMpxuRSt22tCnhVZxUfFW9p6wY8EWmyLYePwqvZLexVW6jnWKBKV4OnfCcsodkaiX6PlcFxXPufOWs/XO3IKJtamlRd+WzsMm7dxTX/lyE5H68n5YsUoKElKdLlEajUZJjyZFDUefIxkOPPZDDtIzfbuJXNlch6euMcKXkQmFIs79RKFIOXlT5zTLHgEKRcremjAiEiABEiABEiABEigpAQpFSkqQ7UmABEiABNQm8ME7H/m/eNXqgSZXADrv9szucRl1Ebi3e0MYXJ7wKgY9duEOZO9YBZxO899r7bZARf8uCNJRhUgd7rm8gfJkstrlw4nz4QgkZYY4NohzQ4AlKdaIoV3qBVhbvWoLFizA4MGDi3XoLhR5K3IxYjXFb0vq/V/Bhal0ILR35V1wm2zIT6mx2Z6EL80FaWw8XXCvXbsWqXkXDerNLvieFKHImgPA/vW+G+sMQJPLATlPAZaEGCOGdVN/jfeeyMTPq/YCm+Y7b2J9lbqXAHHJAUYMVK8UjVsuU/+J/M2HTmPejBlA5infsSTWBGo0DzheqXg+hCIyrksE4R7slX36QZfnbiAiERGLFC1Fz5G8vua6SFQqchEq3//Q3B577E6xkadzVBbSN/larIyMDOVl2aWZmc6cFXGxhUUt3341Hn/M/61QN5LGYO+G9VjyoL7QU/eFKjmAY5nAWVPx931xzfhrW8GFdauaER6dPcTNoGpFR77ww9Nc3IUixdYyUYOpQyLzv52Ro8HIyc73Tld6C2985GJ50XZnjFe31mFAW+c8bHbg0k9y/B5tqfvVQCPaVHNeTP+zD/jfnxaFdf0qERh4qXcXqJxc4KO8dD1vDjCgqptQ5s2FFkzf6Ptp/vs66nDvZd7fC0UoIoKRokUupd+e4+QjF9/DuuqREl98/VLiHIj1ofPYlGbHnZPNqNOyNTR5N8W169TBPhFwdeqMF19+1de25GsAZkyfhvHjxirvY+6ORIf+24ZZgx2oUsH771OnsjRI95CRzz3lkkCulRSB2zsW34cGHZR0Sy4nm2DPnVELrHi0QEQ2eZUd8zc7z9JVzXVoV8e7WGPbETtm5LlVjBlkQHxUwc/Q/l+bcPis/zR07gK2Hcc1eO83p1NRYowG9/Xwfi4kRZY4kEgZfZ0BtRMLxvL1PuPi07eJFq/38e5Ytz9dowizPBX39E43ttehsQfXk8QYICHa+/yPnXOg31cm1GjaDHqD84CmVquGI4cPo0bNmhj31bclPls/r7bg8z/8q3XeGBiJy+r7TjtHoYhzOSgUKfG2ZAckEBoBCkVC48ZWJEACJEACJEACJFCWCVAoUpZXh7GRAAmQQPkk8ME3M4Bju31PvsWVQV1uS2fRRh0e6OFMn6BmWbn7JJat3wnsWO6721qtgUrOpxUDLQkxBgzr5nSxULP8tTUNa+dMBWw+PrhOqAbUDN52+3xccIujiDiLFC0uoYgBNnwY5Tk9kKcLbpcTgnt/xx3ReNXUOf9bni649+/fXyae+BahyLoMAw6tmAeYfKQYEpGI0WmzHkwZ2aepciGqdpmwdDdO7doMpDkdKzyWqo2B5LpBDx2uffnZrH9g3rrMezyxiUC9S4OOt0lqPPq1qhZ0u5I28CQU6dW7L/R650Xhtbpd6K3fW2wYT+do0w1RiPZwr/+e6VLsdziFFZ7O0WuvvYbhw4eXdCrntb08jX730MHKZXVqajUcOXJYicdht+PY9vWYPjTS56W11N1zSqMILIoWuTQ1eLhLlDOZFANUdLskLtrWZAUGfuf74rhanAaz7y4QipzNAZ6ZZkWOxYFR/Qz5TgueAJ/OcuCLPy1IiNFgSBc9WlVzXtCKo0G3zwuL8rwt0Kc3GNEpz1FEUoJMXWXF3pN23HCJDg2SvV+WS39ycSwOKW/drEeVCgWXwy/+lou5eQIWXxvDl9uLsn4OYJc4i3i4d5Y0JJIWo2iJ1DuQElvgUOFp/Hn/2fDc3FxFICJCESnJyck4duyY4uYzeeo0GOgmEtCZfu7pUVi/bi3q1KmLvXsL0tLt27BWSTHUwoOYwNVxjhU4dlYDcRQpWrLMgDj1FC2y4vUquxLTeQ5R9s1dU8zYeNTDgc5rIud35aNR+UKTtQeB75dZcCYHePhKPeIivf/QlXRUH/5uUeJ7e4C+kKPIleNMSM8OTiiyP0OjpHBZs8+Oq5prcUlt7+KF5TtsWPKfE9irN+lRPb6AQSBCEam95vEon79TSPS7T8r5K87A27qII0xyHBCl8z73rcfsGDrZjJT6DREZU0EJPDo6CiaTWXEU+fq7Hz2KJwPaiHmVcq0OPDnJhC2HvK+9VJV0Ru8MikSMh/cQ9/EoFHHSoFAkmF3IuiSgIgEKRVSEya5IgARIgARIgARIoIwQoFCkjCwEwyABEiABEsgn8MG05cDOv30TCSIdintH4bgsPpSejSkr9wFb/wRyTd7jbtkbiPD9pKCnxuGIeUfaWfwy6zcg/aD3eBtcBsQkBL0zB7SvhVpyW1mKZfPmzejVq1exEd0dRUQoIoKRoiVQocguWyWMyW2X39zTBbf7E8ylOP1iQ4lQ5LQuAUsXrwDSdngPJcRz1LdlNTSt5nYbpNJkl2w/htXb9gPbl3jvsXkvQJxQgiw3tquJOpWdF0Fqlt82HsbWXyd77zIEgZirs9s71UFKvPc0JWrOw2w2Y86cOXjooYeKddvtih6IqeBk1017EAMN25X/PpLtQHKUBloNcNNCM9anF74IcwmuDmU5UN0tZcgLpq447XAKETydo27dumHUqFFo3769mlMs9b7++nMhNm/cCL3RgNkzfs4ff8/6teheT4v3+/vex+JUkZ6tQYYHl4Oik4mPBBJiHPBnmvXREgt+zHMe8AZEpwWWPxQF+Solx+IUrZzNdiAp1r9C7MQ5BxJioLSv78yggh0n7Bj0Y0EaCl+L8WxPAwbkpZCQFBgibjHnOhDpwZ2maD8ZWQ4YdBrUSgQquQlmhv3k+5Le1c/YAQZ0qOH757TJApzMBnJy/bOQy+raCf4v6fuMN+FEpgPxSZWRWL2GEs71N96kOPlUqZKMa/pfV+r790IdcN3af7Fm9SrodXpMnVLw3iznrnGVCEy83Xf6HhF1nM4BTmb5X19J8ZIY4/Ao3HLnN22jDW8t9O8oMeuuSFTPc6PZecLpYCN7unKA565itAb1khz5aZHk7Hb9PDAnH3eR1NGzQKZZgywTEFOgGfO6Jc6aHIp4qmYC4P5jNlChyPM99bixpXe3IBlYBHLi+pIZwNuIuLrUSXD4FbTe9qMZ/52wo27rAue8Xr16o1JiJUUcOXjInSU+Bqv32DB6ugnmguxUHvu8v6cBN1/q392NQhEnPgpFSrw12QEJhEaAQpHQuLEVCZAACZAACZAACZRlAhSKlOXVYWwkQAIkUD4JfL14F06v+d236CLEC+4HezVClCvxvEp45VJh7ML/kLNvE3CieEqG/GFCjPnRqxpD78vLPIR55Frt+PznZbDvXuW9dYjxJlYwYkiXuspT3aVRFi9ejK+//hrz588vNpy7UOTFyBVI1mQhI9eB3w/ZMKiu81Ki6fQcmN3ut1OiNFh+jfNm5L8zdjSKdz7BvtpaFd9ZCtKHeLrgHjp0KO688040adKkNKbudQwRiiSm1sKEPzb4Fl2EuMaxkXol/Yza+zJfdLV+7gWzLxXR1bf/8x5vCO5Hrs7ClTLHU7AjRozA5MmeBS9t27VHckpVpVlqRCaeM/6NZcdsuHNJLnqlavFFJwNOmBx4bk0uFqXZoY8AHmyix6NNdTia40CXOSbc3VCHZ1vpccoRhZdNXfJD8HSOXC+WFeFVSQ+zzWbDfXcPy3cV2b95E2xWC57qrsctrX1fjsrYp3M0iiOHK72DezyReijuAe6iCF/xthsT2KXxpMFGNKpc4N4hl9ZSFmyxoXqCBo2rFnf2WLffhvQsoGdTp9Ai2gBUi3eKJOZstWF0XloYfzzlwlgujqVIf6eyNYqbyZo9duXit0vD4kKOI6ft2HbEgR5NtUr6MBFnuH7UiytL97E5CkN/JSFag8mDIxVnFn/FbAXSznpOiyE/spNjhYFvpwkZQ36HkHWJ0GlRo0kzaLXOPTF77rz8lE/+YuHrngk8/8worFu7Vnnx0PZtyDXlwJ9rjKuncyYgM9ezMMGok3PnQEK0f/K7TjowdLJJETz5K+9eY0DPBs79fSgDyLE6z93CrTYkVtCgdc3i527rETuOnnbkn7sGlQuESRuO2BUnk0CKO5ezJuDYOaezytp9NsXtIi6q+O906ZkO7DlhR5taEUqaxNR4B2Lc9G+BCkUk7c63gwq/53iLWdIDiYhFzl/RIu+FFQwOxVklkKyNSnwaDeq2KkgrOGnKNFSsVCkQZAHVee9XM37f4HvxK8dp8OmQKMhXf4VCESchCkX87RS+TgJhIkChSJjAslsSIAESIAESIAESOI8EKBQ5j/A5NAmQAAmQgEcCaWdyMHHxNmCL51QhqJAI1A8+lYMMJuKFO7vWQyX3T7JVWIe9JzLx85oDQBguuOUy/u7L6yNGbiZULFsOn8bv33/lvccQRQTSYbRBhwd6qp/mx1OwDRs2xNmzZz3Oo1v3noiJcd74NdKm4xHDv2g504QsiwMvttbjzgYFTE/nAhXdLjj6zjdjxxk7BtfT4pW2BjydcwWy4Ly8lNz1G9b963HMzp07Y/r06SquVPBdiVBEPsfTJNbBX5O/8dyBJgJo1Sf4zvNahGtfLt95Av/M/AmwerncKsG+jDJo8WDPRiHP2VvDD76cCGQc9fxyCeKVDh/v3US5gAt3mTVrFu677z6Pw1SoEIuuV3TPf62nbh9amnZg2BIzelXT4qXW3p+CXnvKjpv/NKN+nAbzekfiVXNnHLc7b1ezMjOxZJHn93mtVovDh53pWi6GImkMru5d4HqUtmcXss+eRVFBRrjmKqkn7pqSi4Onfac/cI3fLCUC3w8qcF7YfVKDv3fZlAtrKc9da4Dd4cDONAca5YlGJO2LlFsv06NJVQ1qViq4sL78i5yAnABc47tfWh/PBJ6eWvA4/tNX65UzsfWwHXWqaLArzY5f1jvjapgSgQEddGiQVDD2e4ss+GldALf0bvBXPVaQAiRcayL9/rzJijcWWBAVG4uq9RrkD1W7Th18Mc7Hz+dwBnWR9d3vqp75Mzp56CCyM07go/4F6Y3COV0Rh3T+NLCUSxJHpSgNFtzvFKrKDhZHnc2H7Ji22rl/5dzJ92XP10uOUMQQrnPXu4UWl9aNQJ3Eghnd/L0Je075d7SRFm/2M6B3owIRlgjUXvzZAkmpJOW+7npFrLLlsB01EjSQlFTfL3eeS3E8GX6FHu4ilSnrrXj3Lz82GkXgL3s4ClH+TTVKvGSrD9jx6MxcOHRGVG/UWEn5JCU+viIm/596v78dOBwl5SwAACAASURBVGXHiB9NkJRcvkq/1jo80c+3042rPYUiThIUipT4GLADEgiNAIUioXFjKxIgARIgARIgARIoywQoFCnLq8PYSIAESKD8Evh+2R6cWFpg1V+IRJV6QGrol70NkmPRv63T2l2tIk8Ej1+0E+f+meW5S2M00OSKkIdrWaMSrmzufKJfrWKx2fHJ+x8D9uLpWJQxSnjBHY6UOZ7mfv311+Off/7xiKVx02aoU7ee8poGDjxlXIV1hzLwzOpczLkqEnV92Ll/stWCL7bZMOZSPfpU1+LhnCvzx9iwbi2OHD7kcUy5bH/llVfUWqaQ+nEJRZq1bI3Px04AsjKK92OIBJr2CKl/VyNJPyNpaNQs50wW/G/qfODwNs/dlsF9+cGMlcB/y5zWAEVLCePt2qgKOtTNy9+hJugifYl7x2OPPYYVK1bAYil+udepazflEk2KTuPAmMgFOGV2INFYWMRisUNxFHEv4uBzeVUtorQodI52bN+G3bt2FpuVpJxp1KgR3n///TDOuPS7FqGICEakiKPIoe3bUclowec3RqJ+UvjEQMczHXj4ZzN2B3hh7CLjLtYQN471h4CvFjn3xrPXGjD5byv2nbSjQ10tejXT5l9Yj+irR+PKgMFN2xios4CnsQXZ6FlWHEx3spPL8m1H7JjxrxWxkRrc0VmP8YtyFfeDvi216NlEq6QDkXLO5MC135qVr8GUa5po8dJVBqhs5lUshA4f50AcT2o2aw6dvkCp+PyLo9G5a7dgQmZdLwRu7H81TCZnWkCHw469G9YrYoQPr/OfZqgkUMUBaOQvZogoIZjifu7ENWN7mgZj5jtFWLL3f99oxdr9djRIjsDNHXT55+7+Hno0T0VIjh7St4jDvrvVmJ+uRc7dxwts2HDQjoQYEYLokHbWge+WWpVUO49cZcC4vyzINDlwaT0t+rfRIjXOec6sNmDA9+aAhWkuPpL26YP+BsWNKJyly2c5Skqtag0awZgnJpbx7ho+HANuvlW1oX/6x4Lxf/q2MhKXpHdujcQldQJLTUmhiHN5KBRRbZuyIxIIjgCFIsHxYm0SIAESIAESIAESuBAIUChyIawSYyQBEiCB8kfAZndgzISZwLHdxSdfuzVQMbVEUCpE6nBfd3UdLySdy6ezVgI7VuQ9C+oWYsWqQO0Ca+tQgg9HCpoxv22GbesSIDe7cEgROqDlVaGEmd+masUo3HpZ7VJLQVO1atX8S1j3wNtfehmSKlfJ/9ZnUX8Um9ddS3OxOM2GHy83omOV4tbuk3KbYoXNKYjYtXMHdv63vVgfVapUwcaNG0vETK3GLqGIMJm57Rxy9npIi1QhAah/WYmHFOcYcZBRs3wyfzssZ08COz0IgEoovIiP0mNIl3ow6Iqvc6hzOHnOjB+W7IB947ziXZQwXumwSlwkbutYp1ScRSZNmoSRI0cWm4dGo0Gfq6/N/3437UEMNBQ+B59tteCjLVYkGDVY3d/5VLyrmKDD+6YOSHM4HX527vgPu3b8V2wcnU6HQ4c8i7BCXZ+y0O6fFcvx6ssvITExEadOncoPac96Z1qMR7roMLSdPv+SVq2Y/9xlw6g8p49g+3y9jwF9mxS+vBRnEbsDsNqBz/7IVdLh1EjU4I5OThsAEQnVTiwsyvh4iQXf/xuco0fb6hH48iZjvlBDxBRHz0oKGucs/tpmUxxO5JL12Wuct8oitakvTiJumpuOn5iQawtOJOLOqXaCBtOHFt7LwXL0VP+533Ixb7tTpJmQWg0VqyTnVxM3HUlXNHf+QjWGKtd97N61C488eB9SU1MhF+xScs6dxdE9uxVh36A2OjzWVQe9Vl2h1tpDdgz/v8BSvhRdoHsv0+O+joV/pu5N1yjiCynfLLEg7YxDEUk93Mv5niGCprpFzt3PG614Y2Fwjh7V4zX46Y7IfFcPOeuSgiYzbyrrD9gxNy+NiohWpMRHOlA5ttCxw5XjTBAXo1DLVwONaFNNvZ/REoe8h3y10oqvVlqU97C4xCQk1aiphBhpjEKEVoPs7GzVzl12rgMjfzRhZ5pvoVCLGlq8eYsR0YbA9iCFIs5dRaFIqKeL7UighAQoFCkhQDYnARIgARIgARIggTJIgEKRMrgoDIkESIAESEAh8MGvm4Dti4Fc55Og+aVOOyC+4OI/VFzhcLz44LetwMFNwKmDhcNKqA7UbBlqqEq7NrUS0KNpSon6KNp42Y7jWPnvFmBfkTQqOgPQvCBNQqiDdm5QBZfVD78bgsTXr18/rF3rvHR1L3Fx8ejc7fL8bz1kXIsmEQUXtXJh0GaWCZkWB55vpcddDQtf0PxhrY1ZloKUAAvm/ebRcWHYsGF46623QkWlajt3oUi6PRrz1u8Hti0pnM4lphLQoGOJx61XJRbXX6KuQ8+qPSex9L/jnlM5qSC8aFGjIq6SR69VLIu2H8O/M34o3qMK8Uqnl9ZLQpeGJX/f8zflrKwstG7dWkldVLSIUEQEI67STnsUdxo25///8mM23L/Cgq4pEfiiY8Ej4Scd0RiX2xpH7U6RiJR5c+fAbi9+gXb11Vfj66+/9hfmBff6e2+/ib/+XIioqCjk5BSkojh97BjSjzpT7HSrq8VH16n3KP3rCyyYsSk4gYY7WHFd+PZWIxokFVzYymVrejYgaSnSTjuwYpdNcROJi9IgKQaIj3bA/XpXhCpPz8lVLmaDLUMu0eGxbm55KBxAZq4GR89CcQ+ZscaKFjUi0Cw1AtFGhzK+3k3XIiKWrp8HnvbDW3xP9zDgphZa1dxF/j1ox73TnDfvFaukICG14L1Ip9PCmqcIoFAk2B1TvP7EH77DxB++h0t846qRmZGBEwf2KeLSFikaTBiknhjoixUWTFhtVYQJoRRJJ/NhfyO61i04SXJ+TucAp7I0yMgGFm2zonMDLarEaZAQDVSSc+emM9h+3I67p5ghqW+CLT3qa/FengjE1fbgaQ1MFqdp1tTVVtSrrEH7ulpFUFItvvDhlnmLU05Jighf7uqgw53t9YhUSYc6dLIZm/NEGxUqVkLlWrXzf56lJKcg7ViaEvIvv81X9ktJy/IdVrw2w6y8V/kqj/Q24vpLAp8khSJOmhSKlHSHsj0JhEiAQpEQwbEZCZAACZAACZAACZRhAhSKlOHFYWgkQAIkUM4JZOdaMXHFXpzduR44ub+ARq3WQKWSX/JG6rUY1LE2EmICywseyHKczbEoMWev+qWwq0h8ClCnbSBd+KwTDieUE+dM+H7cV4DFTZCj0QKtepc4XukgIcaAYd3qq9KXr05mz56Ne++912OVoq4iUunlyGVI0hRcZvx3xo5G8QUXM3vsFfGhuX2h/g7s34ctm4q7hkRGRuL3339H48aNwz7PQAZwF4rIk9Ti0DNt1X4c+mtaQXNDFNC0eyDd+a0j2oGRfZr6rRdMBcWh55fVToce9/RIKgkvBrSvhVpys6xiGf/ndpzdtBTIPlPQq0rxSoe3d6qDlPgoFSMu3tUtt9yCxYsXex2jafMWqFW7Tv7rcjfZSnscd+g3w6gpfCO21FoDS6zVcdRRIb++iEPW/bsGx/Mu5YoOJEKUo0ePhnWO56vz/v16w2q1omGjxthRxJVo74Z1+Y5ICdEa3NZWh2HtA788dM1JHDdu+d6Ew2dDUGZ4AZMSq8Gv9wR/kf73fhse/tl32gV/a+HJXcFfG3n9gWm5WHXQzw1tIB251bmkRoSyJh1rBX+JvPeUA4MmyqVxwboUdRJp0rQZtm3dolxeP//Sy+jUuUuQEbK6JwK33HS9InyrXacu9u/bW8h5bO/G9XDkCdYk3cm0IZFI9pGSzhvh+f9Z8c0qG3aeDFEd4qHjsQNCS41zzVcmHD1XsvN/Y0sdnr5CD12QW330vFzM2aruuWtUOQLDOuhwZcMggwGQds6BAd+Z8p2IBHNsUmVUrl4gbm3QsCF27tihrMA9996PGwfcrMpBemOmGX9u9a3UqVpRg4+HRCGxQmBuIhIYhSLO5aFQRJVtyk5IIHgCFIoEz4wtSIAESIAESIAEgiQgf88G/jdSkJ2zuicCFIpwX5AACZAACZRlApLS4ae/98D8768FYVZrClSurUrYsZF63Nu9wC1CjU6PnM7B5FkLgCNuaRUqJAL1L1Wje4Qj1cdH0/+GfeffgMPtkkPFC+5HrmysaqoPTyCrV6+uXMJ6Knq9Hh07d0VMhYILa53GgbYRabjVsA0GFFxsZDr0+MHSHFttSXC/ajl+7BjW/bvaowuCjBkfH4///iueSkOVRQ+yk6JCEWluttrx2fiJwOljzt60OqBFydILuYd1wyU1ULdKbJCR+q7+3bLdOHlgL7B/fUFFlfalXhuBm9rXRLVK0arFfCbHgp8Wb0HmxkWALW8vqhSvBBml12LgpbWRFKueuK3o5Dt27Ii9e/f6ZNK4aTPUqVuvUB2DxqYIryrBBLNGizMOI07Yi7OVM5TmRwiSluZ8svtiK9OmTsGvv8zGq2+8hd/n/ooZPxcIt2y5ZhzasQM2a0GqiO71tLiqUQSuauRfMLJ4tw0Ld9ogDh6u9Cxq8nurnz6gOGRMMcT4Ya0VY1dYQnZVcI+9X2MtXusbuNPK1mN23DEptLQfgTATsUjXelo0T47w6zKyP8OOF3+3YEuR9BMpdeoiOr5i/nBXdO+BO+8ejr+XL8OxY2m49/4HAwmFdQIgsPKfv/H5Jx/j6edewM6d/+F/Y7/Ib6Wx23Fg+zZYcp37RVw52lXXok/jCFzX3P+5W3nAhr922fB/G9QVRyg/oiOAx7vqcUtrnd99JvXF7ePX7TaM/r1k4iwXnA41tBCxSqDl0BkHrvumiANgoI0DqDewlRbdG2ghcfkraWcdGD0/F5ICKN/NSKNBQtWqiouPqzRp2hTPvjAaH73/DvR6A0a/+noh1yx/43h7ffcxO0ZNMuFMjm/BznXt9Hj0qsAZy3gUijipUygS6u7Ma7d9+3ZFQde+fXscPnxYsWS89tqC/IIl7J7NL2ICFIpcxIvLqZEACZAACZAACZSMwAUscKFQpGRLz9YkQAIkQALhJ5B2JgcT//dVQdqMlAaA/FOpiFBEBCNqlk/mb4dl12rgTN6lfGQs0LirKkNUiYuEuCFEGfx/WB7ogDvSzmLOgr/hkLQ5rqLiBXeNhBjc0K4G5HI+XCUlxXdaHoPRiHYdLkW82+WcxCIa5ViNGbGaXGQ4IpHt8LwXfv/1l0JPIhedR3R0NPbs2ROu6QXVryehiHQw5e/dOLRmMZCZ7uxPxTWO0GjQs1kKWtaoFFSsviqbLDZMX30AaYunh2VfaiM06NeqGhqmxKkW8zmTBZMXrMO5TUtUZywdGvVaPNyrkWrxFu3ol19+wfDhw/3237vfNYiICO48Z2VlYslff/rsuywJrvxCKEEFSXnxyZgPMe+3ufm9yHvR7vXF02fVT9KgceUIdKqthRjKRBkkDYQDZ03AygN27Dxhz0+pUIKQ/DZtkRKBCYP8i5Su/9aMg6fVc1aQwB7posOgtjoYtb6fKnljoQWzNoee9sMvBLcKknbj+uY61E6IQI2KQJxRg5PZUC6HRSAizgrHM4tfFBujo1GtYWH3qdlz50Gn8y9MCCY+1vVMoN9VPQu9ID+7dq0rkn4PQI2KEWiarEHXOnLuNIiPlNRHDkhKo3/227An3aEIEcJdaidoMH2of0efu6easf6wuvFI6pc722sRa/R+7s6YHPh+jQ2T1lqR6+aYEy4ubatHoG6CBnUSIlAnUYMKBg1Om4CzOQ4s3WvDlmMOHPLw/lOtYSMYowu7iE2b+Qvkdze1y4TFufhheYHoz1P/kibr3dui0LJGcD9HKRRx0qRQpIS7dvny5Th06BDERk5U7nPnzsWIESNK2CublwcCFIqUh1XmHEmABEiABEiABMobAQpFytuKc74kQAIkcGESSM8yY+rircjasBBIaQikqJvKJByXr8fOmPDjT7OA9INAVCzQSB2hiGsFY4w63N+joaoLejA9C1P/9z/AYVNVROAKUlLQSCqacBT5vPPRRx/F5ZdfjrfeesvrEAkJiWjSrDni4uP9hiHpMbZv3Qq54PZWnn76aaxZswbffvstDIbwzM1voEUqeBOKSDVJQzNm2hLn48dxVYLt2m/9FjUqomfTqhARhlpl+poD2HfoOJB5EkisqVa3+f20r5OIro2SISl01CqTlu3E0X17gMQCi3u1+pY4uzSsgg51k9Tq0mM/X3zxBV599VWfY7Rs3QbJKVW9XnLn5GTj72VLYTZ7d3iIiorCnDlz0KxZs7DOpyx2/sG7b2Px4kWwWgouFW1WK9LTjuDcyZNlMWQlpkgdUL2iBtF6Dc6aHTh8BoXSqoQzcHlrkXQ4KXEa5dJ++3F1L8fDEbukk6nRtBl0+sI/Iy7r1Bkvvez7jIUjnvLe54RvvsIvs2chJzs7H4WkoNm3eWN+KpqyyEiv1SiiJBFHZOXKuXPA5Du7iarTqFJBo5x7cS3adqzsnzuZfPXGTWCILJyyTdI8vfvBR9Bq1RNcu0CnZzow4occHMrw7SZySR0tXh0QiWB16hSKOElTKBLi0bZYLNi8eTN+/PFHLF26FDVq1FDUUqJeHTJkCNq0aYOkpKSQrHVyc3OxdetWpd/ExERFhBLqIZN4du3ahfnz52PVqlXKbFu0aIE+ffoovyzKD1V/RY0+bDYbNm3ahHnz5ilfK1SogJYtW6Jfv36oVatWQHH4izM7O1vJ+Sj/du7ciTp16qBTp07o1asX4uICU7Kr0Ye/OF2vUygSKCnWIwESIAESIAESIIELhwCFIhfOWjFSEiABEijvBM7mWDB+zj9AVLwzbYbKpXeLVDSvXmAFr0b3//trJ86dTgc0EYCx8JOMavTfv211NEgO7DOkQMf7/LcNMGVlATHqspDxxQXlmtbVUTNRfRbu8xP35NWrV/uccuu2l6BylWSPF9xyqZ129Ai2bnZzWPHQ29ChQ/HOO+8EirbU6vkSikgQ8zYdweZDp8MWT9WKUbi2TXXVnHpE3PLr+kPYeexc2GKWPXlzh1qq9W+x2TFjzUGI+CpcpTRSOr3wwgv46quvfE5BnEVq1a6DCrGx0OnEkccBk8mEgwf2I/Oc7zWTOwS58Ln66qvDhalM9zt08CCFUU5OTrE4Tx48gHMZ6WX64rpMwy0jwVVISETFKskwRBZ2hZDzIvdqU6bNgNHo36mljEznogjjmVEjsW3rVsidqXsRkdaZE8dw7uQp2Fzpwy6KGZe/ScTEV0TF5ORiLiLGSCPMJjO+mvA9UlOrqQ5m/kYr3vvVXJDyxssIT15tRN9Wwf8tQ6GIEyiFIiFs3dOnTyu/0MkfOZKrU34Ba9q0KeT7s2fPRuXKlRWXkSuuuAIDBw5UBAuBFHkj/eeffzB58mSI8rd169bKPxF0BGs9J+NJf6IeXr9+vdKP9CH/RLQhKXIk1+htt92miDa8FTX6kF/MRFCTnp6Oxo2dNmCSyzQzMxPr1q1D27Ztcd1115XoKYGDBw9i3LhxiuikatWqyi8FwlDWQdIDDR48WGHgSxijRh+BrLOrDoUiwdBiXRIgARIgARIgARK4MAhQKHJhrBOjJAESIAEScBLINlsxZeU+pGepk4PdE9fkuEgM7lxXNeSns3Mx5Z99yDSH77HPB3o0RLQx+A+cvU3yxDkTvl8WvjQq9arEom+rajDqgrPcDmZRPvnkE7z55pvBNAmq7k8//aR8lloWiz+hiMRsdzjw0e/bwhr+5Y2T0a5OompjWO0OfDwvfDHrIjTo0awqWqgoGPt68S7Ie0C4ikEXgT4tU1UXjLniDcRVpCRzk3uKv/76Cw0bquuOVJKYSrPt0NtvxYkTJ5QhKyUkICM9Ly1UkSBsVgvS044iNysbuSYTHI4L42n+0mRZFsYyREVBUstEVohFbKUEjyElVEpAeoZzneVh4RdefhXNm7coC+GXixjkjD3/7FPYt3evMt8KFWKRmelZ0Ga32ZCRdhTmrCyYssMn+isX4MM4SX2kEcaoaFRKqQq90XOaHjFOkPtUKZKKcOSTT6Hb5er/DvfsTyas2mPzOdtaSRH44PZIVIrxb4pQtCMKRZxEKBQJ8kCJOGT8+PE4fPgwbr75Zhw7dgyxsbHo0qWLknpGBBHi1jFjxgwsWLAAHTt2xEsvvaSIF3wV6W/ChAlYsWKFIpyQPho1aqQ4igTi+lG0bxGDzJw5E5Ia54YbblDcO1yuGllZWYp4RAQpInC55557PKos1ehDeH3zzTeQA3fjjTcqv6S68lSJsEaEMVOnTsU111yD66+/PiTnFBGDvP/++wqvvn37IjU1VRGdiIhHxhWxjHB99tlnvVruqdFHkFsJFIoES4z1SYAESIAESIAESKDsE6BQpOyvESMkARIgARIoTCAjKxffLNkVViwDL62FGgnquV4oaWhWhE94ERelR/821ZEcX9heuySQPvhta0ma+22bUMGI69pWR0KM+k9Sy8NeHTp0UB4CC1dp3749fvnll3B1X6J+AxGKyACf/bEdZmt4L5wbVY1TXGTUKiIUEcFIOMvjvZuoljrncEa2Im6TTD/hLCP7NFU1dY4r1vfeew8ffPBB2EKXz92nTJkCOU/lscgF9acfj8HSxYsUd6Nh9wzH/035CaczMrzjcDiQk5UFu9WiPGBrp/PBeds6ERE6yFWvPjISWr3O6yW1BCh3cjfcdDMSk5Lw0fvvKjH/MGmK8v8spUtAHtr+9uvxmDXjZ+Uuc8QTozB50o84euSI10CsllxYcy3Oc2exwGb3LQYo3RmVr9EiIrTQQANdpAFanaGYW487DXHr6XfNtfjrz4X576tfjv8GNWup5yDmGm/zIRuem2JGltn3D/zbOulx9xWhpSqkUMRJm0KRIM+8OGC8/PLLiujg0ksvVQQIUjp37qwIRebOnYvHH39cEZLIL2WzZs1SILucNIoOJ2ldRLQhqvz9+/djwIABEDtHcfsIRSDi6l/ifOSRR/Dggw8qribyi5F7ERGFiFnEzvHdd99F9+7di41X0j5kbpJqRn4Bfu6559CjR49iY4iQZOzYsfj555/x2WefKYKWYIq4lXz00UfYsmWLMo9q1YrbGx09ehRPPvkkkpOTFdFOxYqFrT7V6COYmF11KRQJhRrbkAAJkAAJkAAJkEDZJkChSNleH0ZHAiRAAiTgmcDEFXuRdqa4Vb/avNRM7SDiFhG5hLO0rFEJ3ZumQJwRSlpyrXZFkJMVRicUibFD3SR0blgZEQGkmw5mTvL5mbgmy+eWa9asgXzeVtIin61Kv5KmWj6sL8lnoSWNxVf7QIUiIl74YfkeiINMOIu4Xoi7iOzPkharzYFvl+6CpKIKZxG3myubp0KELiUtJosNny/4r6Td+G0vrkLiLqR2kQcn5YFOeehRHjr98MMPlYdRQynt2rVTPu8WIZcIreR8sngm8NorL+Hk8RPYuXMHEV2gBAwGI5o0bYo33n43JAf+C3TaF3TYn37yEfbs2oX/tm+/oOdRnoPXaXWo16ABXnn9zXwzgtLg8el8M2au8e0eGBelUdxE6lYJzVGPQhHnSlIoEuSOFneMP//8E59//jni4+MVxw4p7kKRESNGKN87efIktm7dqqQ8cbl5uA8nQoqVK1cqYg2pK6IOccQoKmQIMkQlJc4bb7yBX3/9FWLb2KBBA49diIvGkCFDULduXUXMUalSwR8XavSRkZGBkSNHKk8bSKoeScnjqYhQ5s4771TSz4igJJgccpJCR9LnDBs2TBGDiL1e0WK32xVXkxdffFGJo2iORjX6CHaNpD6FIqFQYxsSIAESIAESIAESKNsEKBQp2+vD6EiABEiABDwTEIeOiX/vCftT+uLUcXXr6kitWHKnjv0nszBt9f6wL2liBaPi4JAUW3Knji2HT+P3jd6fsFVrMinxUbi9U2CpsIMZUy64RdwhDiOSQkM+WBbn4lDKl19+qXwWKE8iywNg4rBcVkugQhGJf9/JTExffaBUpqKW8GrbkTOYu+FwqcT8WO8mqgivwu3Q44JxWb0kdGygvvDKHbaIRFq1ahUS/7S0tJDalcdGT454DFu3bFZS0lSMr4gDB/YrDiIsZZtAREQEklNSAAeQlnZUeRj4m+8nlu2gGV0+gQ/fewcL/piPChUqIKlyZRw+dBAWS/hSBxK9egQaNmqMXLNJSTEj75W//DY/pIwQoUR0JMOBx3/IwalM324iVzTR4dn+RuiKXwsHNCyFIk5MFIoEtF0KKr311luKuEMEB0lJST6FIv66lj+CxJlEnEhE+St/HMkbZknL9u3bMWjQICWtjPzRJoIWT0X+EHvmmWcwceJExf3EPQ+oGn0sWrQIt9xyiyICEeFKUVcTV0wiKLn//vshf3RJOhxv7itF52CxWBSrPhGAzJ49WxHZeCvypMNNN92kiEREFBMT47Q7VaOPUNeLQpFQybEdCZAACZAACZAACZRdAhSKlN21YWQkQAIkQAK+CchFsVwYh7uI04WkolDD8EIu5OViPtxFp9XgsauaqDJMaV1wX926GhpX9fyZoCoTASCfk3788cchdXchXXAHIxQRGNNW7cf+U8UFNJF6LWKMOlSJi0SUQZv3VYfYSB0MWufTsDaHA9lmGw6mZyE904xdx855TQ1TMdoAWWcRBpWkiBPKh797To0kcVaOjVTiFrGUfI02SMx66LVOpx1JXXP8rAnpWblKzLuPn4PNSzob6UOEVyLAKkkZv2inVxcU9ziFtcRbMcagMHaPWVyUxJVoZ9o5nM7Ohd1LPpvUStEYdFntkoTrs+2GDRvQu3dvpY649silnLiBeypydyBCLVe5kM5R2AAG2PFLzz+LNatX5dd+YfQrqJKcjAP79mHpkiWK6C0nJ1t5PS4uNr+e1WZDdpbz+64SFRUJvV6f//9nz54r9LpOq0V0TLTyPUtuLnJMz1M6xQAAIABJREFU5kKvV6gQDUn34CpF2xsMekRGRiovm3JMyLUUdvxxj08ucLOKxCdtpQ9v/bu3t+RakGMq7IIUExNd6EK4WHx6HSKjnO87JrMJuebC8cXGVsh3iJKHeDMzC78fRkYaIO4gUnKys2GxFgh2tBFa1G/YAAkJiWjXvgMsllw8M+qJfFFPnbp18fmX4wNcdVY73wS+/OIzzJ45Iz+Me+69H5e0a4c/5s9XUtOcyzyn7AEp/vaN0Wgo9JB50X1Z6NxaLcjOLryvo6OioNMXZF4odm71WkRHOc+tOTcX5mLnNibfyUZMAM6dK/z7p9FggDEyb1/nmJS7R/dS+NxakZVV2MnP3/tK4XNb/H1F7jy1eb9LyLjBvK+IIEsMBUTM07rNJYiNi8X999yVH7483D/jl7mltp2mr7bgiz/8uwa+clMkujQKUSUCKG524pAnqawaNlTfQazUgJVwIApFggQoavfRo0djzJgxSkoXUdJL8eQo4qtrcfOQFDYzZ85UnETEeaOkTiKu8b7//nvcd999EGeT1157zafKS9K1PP3003j99deVry4xR0n7kF9mxSnlhRdewLhx43Dvvfd6xSHuJaNGjcL48eOVuuJyEkgRtfXdd9+tPHUgQpEWLVp4bbZnzx5FPCO/8E2bNi1fjKJGH4HE6qkOhSKhkmM7EiABEiABEiABEii7BCgUKbtrw8hIgARIgAT8E1i5+ySyc60Q549qlaKVy2C5GA61nMmx4PiZHGw6dBrHzpqQ7ZZ2RdI69G2ZitpJJXtoava6Q4iL1KNaQjTiInWIjdIrF8OhFLknlgvjTYcycPyMqdhlv3AZfoVn595Ax/tj81GYrTaFbfUEJ2O5zA61SMzbj56BuMLIZb0IDNzLkC51lYv+cBT5XFTSaMvngHJhLV/ls1P5nNFVJkyYoFyCS1qZlJQU5eGt/v37K6mkL5QSrFAknPNyrffR0znYcCAjX9xwX4+GqFCCsxrOmE9lmpX9eeR0NjYezFCcixqkxOHK5lURpQ/9giecMctZkpj/3XcK6VlmJeYW1Ssqqaj0bhdxasVw5swZJYW73De4inxGPn/+fOV/JT2NuGpLWbBggfIZfpcuXbw+mKlWXBdjP/+sWI7169fh/gcfzp9ev6t6Fprq3PkLC/3/c0+Pwvp1a5XvNWzUCGM+/aLQ60Xbf/zZF2jQsJFSRy6U7xh0C9LTT+W3Kdq/e3uDwYCJU6blP+h66uRJDLn9VqUfVyna/tWXX4LMS0qNGjUx7utvfcZXtP1dQwcjLS+dWLfLr8Azz7/otb04uv8waQoq5rnTZ2VmYtDAmwqJm3zNT1znJ/w4OV9IsmXzZowa+ZhP/vKzZcXyZbjkknaIUeFB64txX5f1Oa1buxZrVq3E8PsfUEKVO8FbB9ygfPW2rz/7+CPM/XWO8nJ8fEX8MHlKofc8f+d25GOPYPs2pwiyRctWeOf9D32ei7Hjv0atWk5RoOy52wYOQGZmgQjM176OiorGpKnT8oUs8jvRXUNu97mvn3/mKaxb+69Sp36Dhvjk87EBn9ui7ytX9u6DEU+M8tpehG2T5H0l7/xkpKdj8KCBPt9XfvhuApJTktGhw2X557009lmOxYFRk0zYdtjuc7jGqRF4+9ZIxEaGnh6SQhEnYgpFgtzZy5YtUwQHVatWxfPPP68ojURNFYxQRJRkIogQwYnkD/zkk0+8pocJMjzljVXSt8gvjyICEQGGryIpWURscfPNNytCDXEfUaOP06dP45577sH06dOVfzfeeKPXMERVKizkj0hJHyPuI/ILkb8iLiF9+vRBvXr1FCcSUbx5KyIIuf322xUHGHFPkT9IpajRh784vb1OoUio5NiOBEiABEiABEiABMouAQpFyu7aMDISIAESIIHzT0DcEeSCe93+dFhszg+AxV1EGxH6h7zhnNXZHAvEdeBIRg7WH0hXXBI6NaiMS+slQZxRymIRoYsw/ndfOk6cNUHQdm2cjLa1EsISrjgFb968GV27dlX6lw/dXWlkEhMTlQe8XEXSeXfq1Cn/SfmwBBSGTsuSUMR9euKAceKsGYczsiFpjdrVSUST1PC6yJQUr5x7EWGs3ZeuCDCGdqlX0i7D3j7XalfO/+GMHGSZLRjcyftn0GoGs2TJEkUoEhUVpXzOLik3WMJDQIQWJ0+cUDqPiNAUE4L8uXABZv48XXn9mv79cVXvws7mIx55CDa782dapUqV8MrrbxYK9MfvJ2DVypX53yt6IfzoQ87LcynNmjXHfQ8+VKj9u2+9AXnw2FWKtl++bCmmTJ6kvHzlVb1x7XXXF2r/xOOP5rsbiFjvrXffL/T6/035CUuXLFa+N3TYXbikXftCr7vHV69+fTw24olCr3/84fvYvXt3QPMTIcqAgbfk15UL72efegLZ2U53BXGNeO/D0JyqwrM72Gu4CIz9/FNs21rgZlV0X2/auAHjx32pDH/pZR1x+x2FHzB/8blnICI7KSJg+uiTzwqF+vvcX/OFJjfeNABX9CgsCHvs4QfzhRLy/vr8Sy8Xav/NV//D+nXrAtrXbdq2xbC7hxdq//oro3H8+HHleyKWFQGZe1n050L8PH2a8q2rr7kWvfv2K/S6+/tKfMV4vPbG24Ven/jDd1iZZ2Qw/L77FTGMe3E/t02bNSskjpN67739puJg5SpF+Ydr3f31+/cuK1772Qw3bbnHJvf1MGDgZQXOSf769fQ6hSJOKhSKBLl75I3n/fffV2wVxQpOhBXiCCJpTcS1Yu7cuYqTh68iqWaGDh2qpFoRkcitt96qmvpX/jiTVC/isPH111/jrrsK7IE8xSRpZwYPHqzkF/3pp59Qu3ZtqNGHsJB5rV69GvJHYPfu3X0yEecTSb9zww03QMQrgbiriDOICFx69uyppM/x9cvyqVOnFKGIKLMlXY04uEhRo48gt1B+dQpFQiXHdiRAAiRAAiRAAiRQdglQKFJ214aRkQAJkAAJlF0CZosNxjLqLFB2qTGy0iJQVoUipTV/jkMCJEACJEACJEACpUHgrdlmLNjsOf2aa/wqcRp8MiQKleNKJtqmUMRJlEKREHb2gQMHFDGDOHC4VPIiVmjVqpWSz0hcMbwVcc8QNxERKog4Q+wXRZyxceNGJQ3N3r170ahRI8U67pJLLlEUw8EUaS8CjVWrVuHHH39UxBG+iksoIrGL04aMrUYfIhC58sorFUWfuLCI44qv4hKKiBWlxCRPHPgrIvgQ1oG0cReKvPrqq3jxRad9mhp9+IvT2+sUioRKju1IgARIgARIgARIoOwSoFCk7K4NIyMBEiABEiABEiCBUAhQKBIKNbYhARIgARIgARIggcAJ7D1hxxMTTTiTXZBqy1Pra9vo8Xhf/1kp/I1MoYiTEIUi/naKl9clx9TSpUsVMYa4d4ilWI0aNdCyZUu8/PLLShoUsRMqWs6ePYv7779fSZXy7LPPKnUlzYqkRhGnEfm6a9cuJUVK8+bN8eijjyI1NTXgKKWPW265BRs2bAhZKKJGHxK/iF2khEsoEoy4xJtQRI0+Al6cIhUpFAmVHNuRAAmQAAmQAAmQQNklQKFI2V0bRkYCJEACJEACJEACoRCgUCQUamxDAiRAAiRAAiRAAoETmLg8F98stvhsIAaE79waiVa1tIF37KUmhSJOMBSKlGArmc1mRSTyf//3f0raGflQWNKfiMDjuuuuw2233VbMGWPnzp0YOHAg1q9fr7QbMGBAoQisVisOHz6siDy+/PJL3HHHHXjqqacCSsUiHakh8lCjDwpF/G8sCkX8M2INEiABEiABEiABErjQCFAocqGtGOMlARIgARIgARIgAd8EKBThDiEBEiABEiABEiCB8BE4Z3Jg5I8m7Dlu9zlI29pavDrAiChDydLOyCAUijhRUyhSwn0tgghxAalcuTLmzJmjpKPJyMhArVq1MGzYMDz++OOIj4/PH2XlypXo1asXEhISMGPGDLRt29ZjBJL+5Z577sG2bdvw1VdfoV+/fgFFqobIQ40+KBTxv1wUivhnxBokQAIkQAIkQAIkcKERoFDkQlsxxksCJEACJEACJEACvglQKMIdQgIkQAIkQAIkQALhI7D0Pyten2mG1eZ7jJF9jbi6jU6VQCgUcWKkUKSE20kEEVI6deqkOIp8+umniImJwbRp06DX6/HBBx8oDiIRERFKPZeAQlLUTJ06FY0aNfIYgTiLSFqUV199FQ8//DDeeecdREdH+41WHEtuvfVWrF27NqjUMx06dFDS4UjKHDX6+Pvvv9GzZ0/k5OQElXrm+uuvx7fffhuQg8qbb76J559/Hr1798bEiROLube4w3JPPfPuu+9i1KhRystq9OF3UbxUoFAkVHJsRwIkQAIkQAIkQAJllwCFImV3bRgZCZAACZAACZAACYRCgEKRUKixDQmQAAmQAAmQAAkERuC1mWYs2mr1WblaggZjBkchoULJ3URkIApFnLgpFAlsj3qt5RKKdO7cWUn7MmvWLNx8882Ks8iYMWPQp08fjB07VklJI8UlFLn88ssxadIkpKameu37m2++wd13341u3bopoo8aNWr4jVbcTW6//XYsXLgwKKHIDTfcoMScmJioOKSUtI8tW7bgxhtvhPwhtWzZMggfX0VEMS+99BIeeeQRvPfeezAajX7n6uITrFDEPeWPGn34DdRLBQpFQiXHdiRAAiRAAiRAAiRQdglQKFJ214aRkQAJkAAJkAAJkEAoBCgUCYUa25AACZAACZAACZCAfwK7j9nx5CQTzuY4fFYe0EGPB3oZ/HcYYA0KRZygKBQJcMN4q1ZUKDJ37lyMGDFCEY089NBDWLduHf7444/8FDMup40uXbooQpGkpCSvEYhLxuDBg9G6dWtMmTIFDRs29ButyWTCE088gS+++EJxMxk5cqTPNh9++KFS/6mnnsLrr7+uuKCo0ceJEycwfPhwRTgjKXbEKcRbyc3NxdNPP60IayTu+++/HxqNf0WYCFDEraVmzZr46aefULt2ba9j7Nu3T3FaSUtLU+Jp06aNUleNPvwuipcKFIqESo7tSIAESIAESIAESKDsEqBQpOyuDSMjARIgARIgARIggVAIUCgSCjW2IQESIAESIAESIAH/BL5bmovvl1p8VjTqNXj/tkg0rebM3qFGoVDESZFCkRLuJm9CEYvFghdeeAGS5sTdUUMEJDfddBN0Op2SesaX+OOHH37AkCFDFJGJCCEaNGjgN1qHw4EJEybgrrvuUsQXIv6QsTwVifGZZ55RUr189913uPbaa5VqavThnjrn888/x4MPPug19rNnzyrOKRs2bFDEM+3atfM7T6lw9OhRhc+uXbswc+ZMtGrVyms7ScVz9dVXo3v37vjss8+QkJCg1FWjj4CC9VCJQpFQybEdCZAACZAACZAACZRdAhSKlN21YWQkQAIkQAIkQAIkEAoBCkVCocY2JEACJEACJEACJOCbwJkcBx7/wYQDJ+0+K3aoq8XLAyJh9HzdHRJmCkWc2CgUCWn7FDTyJhSRGpJO5aOPPsLvv/+ODh06KI1Onz6NBx54AHPmzIGkPRkwYIBH9wy73Y533nkHzz33HNzTwgQS7rZt2xQBRd26dZUFjo+P99gsIyNDEWjk5OQosVStWjW/nhp9LFq0CHfeeaeSiueNN96AweDZEsjl9tGyZUvFBSU2NjaQaUKELsJ39OjRiuNK//79vbYTF5GhQ4dCRCuSViciwqk6U6OPgIL1UIlCkVDJsR0JkAAJkAAJkAAJlF0CFIqU3bVhZCRAAiRAAiRAAiQQCgEKRUKhxjYkQAIkQAIkQAIk4JvAX1uteGu2GTbfOhGMutqIPq1UVIkAoFDEuTYUigR5SlesWIF58+bhvvvuQ2pqKrwJRbKzs5WULiKCEMeOlJQUZSSbzaa4dzz88MOKgEKEDi53C/dQ0tPTFUGJuI6IeOLRRx/16gxSdApmsxljx47Fl19+CUlfc8kll3ic5Zo1a3DPPfcocQ4aNKhQ/2r0IU4hL730kpJ+R+bsLTWMpKcR55O33noLPXv2DCjtjGtCW7duVcQul19+OV555RUYjcZic5W5SBxSV7hUr169UB01+ghyGynVKRQJhRrbkAAJkAAJkAAJkEDZJkChSNleH0ZHAiRAAiRAAiRAAsESoFAkWGKsTwIkQAIkQAIkQAL+CYyebsKy/2w+K9ZMjMCHgyNRKUbjv8MgalAo4oRFoUgQm0aqiuDhySefVMQVjz32GCSliZTOnTtD0srMnTtXEXX8+uuv+OSTT/DQQw8pKV3c078cOnQII0aMwJIlSxQRyC233AK9Xp8fiaR+WbBgAe644w4lncqnn35aKEWNCDAkFc3q1auVtDQDBw5EYmJioZns2bNHGaN169ZKepmoqKhCr4uLyNtvv41jx47h1VdfRZUqVYqRUKMPiVHGlxhFlKLVaguNI4KYUaNGoWbNmhg5cmQxNxGZq6SjkX7EWaVv376F+sjNzYWk6Pn666+VlDLCo2iRNZIYHnnkEfTr169YDGr0EeQ2UqpTKBIKNbYhARIgARIgARIggbJNgEKRsr0+jI4ESIAESIAESIAEgiVAoUiwxFifBEiABEiABEiABHwT2HLIhuenmnHO5PBZ8ZbL9Li3h+eMFSVhTKGIkx6FIkHuIknJIkIREVGI8EEEHs2bN0f37t0hfzSMGzdOET1s3rwZHTt2VFxD4uLiCo0iaWXkA2Rx0Ni5c6fSn4hJKlWqBJPJhH/++UcRkIiQQFwyunTpUkhosnHjRkU0cfjwYcXVREQYTz31VCFnEqvVCnE/EUeRhg0b4rbbblNcTWRsaTdt2jSISENEKhK/RlNciaVGHzIfSb0zc+ZM9OjRA9dcc40yT3FWkbmL4EVS0kg6GE+OIwsXLsTw4cOVmK+++moldYx7ihwBe/z4cUUoIv0NGzZMSfMjziJZWVlYtWoVpk+fjvbt2yvMiq6Fa2HU6CPIrUShSLDAWJ8ESIAESIAESIAELgACFIpcAIvEEEmABEiABEiABEggCAIUigQBi1VJgARIgARIgARIIAACn8wzY9a/Vp81o40afHBbJBpWjQigx+CqUCji5EWhSHD7BiKe2LBhA3777TdFGCKpZURkkZycjOjoaFgsFsW1QtKbiBtIxYoVPY4g/UjKk9mzZyt5kERQkZmZqTh7iPuHpKPp1q0b2rVrVyydiowpqVTkQ2jpQ9p88803ipDCvYhThsQq/w4ePKjEGhERgUaNGqFatWpK3/Lf8j1vRY0+JA2PCDbEcWX//v3YtWuX4oBSv359JQ4R1Ii4xpNYRdLWiCvLpk2blFQ8zz//POLj44uFm5aWhmXLlimCEulfhB/SZ926dZWvXbt29SoScXWmRh/BbCc6igRDi3VJgARIgARIgARI4MIgQKHIhbFOjJIESIAESIAESIAEAiVAoUigpFiPBEiABEiABEiABPwT2H/CjlGTTTiV6dtNpGMDHV66wQiDzn+fwdagUMRJjEKRYHcOAEkNc+LECUV4sXTpUsW5QgQXkiZFhBCSQkVcMzwJH9yHk37E1UPcSSQFjPQjjhcioqhVqxYqV67sUcQh4o29e/cqoohFixZh7NixePrppxVnkqJFxhDRhIgnZAyJScQZ9erVU8Qo/mKU/tToQxxE5NDt3r1biSMmJkYR04iQw5vLh4wtIhMRuoiIo0WLFkrc3mIWsY1wkXWRtXBxFJbiWhJIUaOPQMaROhSKBEqK9UiABEiABEiABEjgwiFAociFs1aMlARIgARIgARIgAQCIUChSCCUWIcESIAESIAESIAEAiPww7JcTFhi8Vv5+euM6NEsDCoRQLmzPnr0KGJjY5XMHOW1UChSwpVfvny50kPnzp0Vx4y5c+dixIgRJew18OYivLjjjjuUtCqjRo0KvCFrnncCFIqc9yVgACRAAiRAAiRAAiSgOgEKRVRHyg5JgARIgARIgARI4LwSoFDkvOLn4CRAAiRAAiRAAhcRgZPnHBg5MQeH0327iTRO1eLNgUbER2vCMnsKRZxYKRQp4fY630IRST1z55134pVXXkHfvn1LOBs2L00CFIqUJm2ORQIkQAIkQAIkQAKlQ4BCkdLhzFFIgARIgARIgARIoLQIUChSWqQ5DgmQAAmQAAmQwMVOYM46C8b8nguHb50IHuxlwE0d9GHDQaGIEy2FIiXcYudTKJKZmYmPP/4Yhw4dwmuvvYakpKQSzobNS5MAhSKlSZtjkQAJkAAJkAAJkEDpEKBQpHQ4cxQSIAESIAESIAESKC0CFIqUFmmOQwIkQAIkQAIkcDETyLE48MxPJmw+aPc5zeoJEfjg9kgkxYbHTUQGp1DEuQQUipTwxJ0PoYjD4cC+ffswadIkpKenK6lnWrVqBY0mfAemhJjY3AMBCkW4LUiABEiABEiABEjg4iNAocjFt6acEQmQAAmQAAmEnYA8UcmP9cKOOdQBKBQJlRzbkQAJkAAJkAAJkEABgeU7rHhjlhlmi28qgzoacE/38LmJyOgUijjXgEKREp7QkydPKj2Im4dc/B89ehQNGzYsYa/em1utVsyaNQuHDx9GcnIymjZtiiZNmkCn04VtTHYcHgIUioSHK3slARIgARIgARIggfNJgEKR80mfY5MACZAACZAACZCA+gQoFFGfKXskARIgARIgARIofwRe+dmEJdttPideKUaD92+LRO3KEWEFRKGIEy+FImHdZup3brfbsW3bNlgsFtStWxdxcXHqD8IeS4UAhSKlgpmDkAAJkAAJkAAJkECpElCEIhqgYYOGiI2NLdWxORgJkAAJkAAJkAAJkID6BCgUUZ8peyQBEiABEiABEihfBLYdseHZKWacyxErPe+ld0sdnuhnhDa8OhE6iuQtAYUi5esccrZliACFImVoMRgKCZAACZAACZAACahEgI4iKoFkNyRAAiRAAiRAAiRQRghQKFJGFoJhkAAJkAAJkAAJXLAEvlhgxvRVVp/xG3QavDHQiLa1tWGfJx1FnIgDEorcfc89qFG9etgXhQOQQHkiQKFIeVptzpUESIAESIAESKC8EKBQpLysNOdJAiRAAiRAAiRQXghQKFJeVprzJAESIAESIAESCAeBw+kOPDExByfO+XYT6VBPh5duMCDKoAlHGIX6pFAEOHjoEH6bO1dxV3GVl19+GZrRo0cXWikKRcK+HzlAOSRAoUg5XHROmQRIgARIgARI4KInQKHIRb/EnCAJkAAJkAAJkEA5I0ChSDlbcE6XBEiABEiABEhAVQJTV1owbmGu3z6f629Ez+Y6v/XUqEChSBBCEVGPsJAACahLgEIRdXmyNxIgARIgARIgARIoCwQoFCkLq8AYSOACJSCP7IT/wakLFA7DJgESIIHzR4BCkfPHniOTAAmQAAmQAAlc2ATO5Tjw5GQTdqXZfU6kQUoE3rk1EvHRpfNHMYUizuUIKPUMhSIX9iFk9GWTAIUiZXNdGBUJkAAJkAAJkAAJlIQAhSIloce2JEACJEACJEACJFD2CFAoUvbWhBGRAAmQAAmQAAlcGAQWbbXi7V/MsNh8x3v3FQbc1klfapOiUMSJmkKRUttyHIgEChOgUIQ7ggRIgARIgARIgAQuPgIUilx8a8oZkQAJkAAJkAAJlG8CFIqU7/Xn7EmABEiABEiABEIn8ML/mfD3Tt8qkSpxGoy5IwrJ8aXjJiKzoVDEuaYUioS+t9mSBEpEgEKREuFjYxIgARIgARIgARIokwQoFCmTy8KgSIAESIAESIAESCBkAhSKhIyODUmABEiABEiABMoxgc2HbHh+qhmZJsmz6r1c21aPx/sYSpUUhSJO3BSKlOq242AkUECAQhHuBhIgARIgARIgARK4+AhQKHLxrSlnRAIkQAIkQAIkUL4JUChSvtefsycBEiABEiABEgiNwMe/mzF7rdVnY6Neg3dujUSLGhGhDRJiKwpFnOAoFAlxA7EZCZSUAIUiJSXI9iRAAiRAAiRAAiRQ9ghQKFL21oQRkQAJkAAJkAAJkEBJCFAoUhJ6bEsCJEACFyEBMUcovQwZFyFATqk8EDhwyo4nJ5pwKtO3m0iHejqMvtGISH3pUqFQxMmbQpHS3XccjQTyCVAows1AAiRAAiRAAiRAAhcfAQpFLr415YxIgARIgARIgATKNwEKRcr3+nP2JEACJEACJEACwROYvCIXXy2y+G34bH8jejXX+a2ndgUKRZxEKRRRe2exPxIIkACFIgGCYjUSIAESIAESIAESuIAIUChyAS0WQyUBEiABEiABEiCBAAhQKBIAJFYhARIgARIgARIggTwCp7MdeOLHHOw76dtNpH5yBN4dFIn46NK36KFQxLlYFIrw2JLAeSJAoch5As9hSYAESIAESIAESCCMBCgUCSNcdk0CJEACJEACJEAC54EAhSLnATqHJAESIAESIAESuGAJLNhkxbu/mmGz+57C3VcYcFunUs45kxcShSJOEBSKXLDHjIFf6AQoFLnQV5DxkwAJkAAJkAAJkEBxAhSKcFeQAAmQAAmQAAmQwMVFgEKRi2s9ORsSIAESIAESIIHwERBxyPNTTVi9x+ZzkMpxGoy5Iwop8aXvJiKBUSjiXB4KRcJ3FtgzCfgkQKEINwgJkAAJkAAJkAAJXHwEKBS5+NaUMyIBEiABEiABEijfBCgUKd/rz9mTAAmQAAmQAAkETmD9fhtenGZGttl32plr2uoxoo8h8I5VrkmhiBMohSIqbyx2RwKBEqBQJFBSrEcCJEACJEACJEACFw4BCkUunLVipCRAAiRAAiRAAiQQCAEKRQKhxDokQAIkQAIkQAIkAHww14y5660+URj1Grx9ayRa1og4b8goFHGip1DkvG1BDlzeCVAoUt53AOdPAiRAAiRAAiRwMRKgUORiXFXOiQRIgARIgARIoMwTkIdWw+RcTqGUgQTvAAAgAElEQVRImV99BkgCJEACJEACJFAGCOw9YcdTk0xIz/LtJtKhng6jbzQiUn/+gqZQxMmeQpHztwc5cjknQKFIOd8AnD4JkAAJkAAJkMBFSYBCkYtyWTkpEiABEiABEiCBckyAQpFyvPicOgmQAAmQAAmQQMAEvl+ai++WWvzWf7a/Eb2a6/zWC2cFCkWcdCkUCecuY98k4IMAhSLcHiRAAiRAAiRAAiRw8RGgUOTiW1POiARIgARIgARIoHwToFCkfK8/Z08CJEACJEACJOCfwKlMB0b+mIND6b7dROonR+CdQZGoGB0mKzj/oSo1KBRxgqJQJMANw2okoDYBCkXUJsr+SIAESIAESIAESOD8E6BQ5PyvASMgARIgARIgARIgATUJUCiiJk32RQIkQAIkQAIkcDES+G2DBR/MzYXDt04Ed19hwG2dzmPOmTz4FIo4QVAocjGeRs7pgiBAocgFsUwMkgRIgARIgARIgASCIkChSFC4WJkESIAESIAESIAEyjwBCkXK/BIxQBIgARIgARIggfNIINfqwLNTTFi/3+4zispxGoy5Iwop8efXTUSCpFDEuVQUipzHg8OhyzcBCkXK9/pz9iRAAiRAAiRAAhcnAQpFLs515axIgARIgARIgATKLwEKRcrv2nPmJEACJEACJEAC/gms2WPDyz+bkJPru+41bfUY0cfgv8NSqEGhiBMyhSKlsNk4BAl4IkChCPcFCZAACZAACZAACVx8BCgUufjWlDMiARIgARIgARIo3wQoFCnf68/ZkwAJkAAJkAAJ+Cbw9i9m/LHJ6rOSUaf5f/buA0zK6mzj+D0zOzPbYJfeOwKKFAuKCNgVu6ho1MTEksQkGj8VWyygRo090cSS2DUaKyoKqCgogoKdJoig9KUu7MLuTv+u2RFkZXfK7pS3/Pe6cpmw5z3nOb/nDJ/sd3Ne/e2sfA3s4jQEJ0GRWBsIihjiOFKEHQUIitix6+wZAQQQQAABBKwuQFDE6h1mfwgggAACCCBgNwGCInbrOPtFAAEEEEAAgWQFvlsX1tXP12hLVSTuIwf0ytO4U73Kdyc7c2bHERSJ+RIUyew5Y3YEGhQgKMLhQAABBBBAAAEErCdAUMR6PWVHCCCAgGUEoj+7zf3rwC3DyUbsI0BQxD69ZqcIIIAAAgggkJrAf6b59b+PAwkfuvYkr47cOy/huGwNICgSkyYokq0TxzoI/EyAoAhHAgEEEEAAAQQQsJ4AQRHr9ZQdIYAAAggggEATBCwQUCIo0oT+8ygCCCCAAAIIWFZgTXlEY5+r1rqt8W8T6d3OqTt+ka/SIuOk1gmKxI4lQRHLfjzZmNEFCIoYvUPUhwACCCCAAAIIpC5AUCR1M55AAAEEEEAAAQSMLEBQxMjdoTYEEEAAAQQQyJXAi7MDeuQ9f8Llzz/Eo3MONsg7Z36slqBIDIKgSMLjywAEMiNAUCQzrsyKAAIIIIAAAgjkUoCgSC71WRsBBBBAAAEEEEi/AEGR9JsyIwIIIIAAAgiYW6B8e0RXPV+jZevDcTfStsSh+84pUPtS49wmEi2YoEisbQRFzP05pHoTCxAUMXHzKB0BBBBAAAEEEGhAgKAIRwMBBBBAAAEEELCWAEERa/WT3SCAAAIIIIBA0wXenhvQPZP8CsXPieiU/d265GhP0xdM8wwERWKgBEXSfLCYDoFkBQiKJCvFOAQQQAABBBBAwDwCBEXM0ysqRQABBBBAAAEEkhEgKJKMEmMQQAABBBBAwC4CvmBE171Qoy+Xx0+JlBQ69Ldf5KtPe6fhaAiKxFpCUMRwR5OC7CJAUMQunWafCCCAAAIIIGAnAYIiduo2e0UAAQQQQAABOwgQFLFDl9kjAggggAACCCQrMHtpULdM8KnaH/+Jo/bO09jjvcpzJTtz9sYRFIlZExTJ3pljJQTqCBAU4UAggAACCCCAAALWEyAoYr2esiMEEEAAAQQQsLcAQRF795/dI4AAAggggEBdgVteq9H0haG4LPluh/46Jl/7dDfebSLRwgmKxNpHUIRPNwI5EiAokiN4lkUAAQQQQAABBDIoQFAkg7hMjQACCCCAAAII5ECAoEgO0FkSAQQQQAABBAwpsHB1SNe96FNFdSRufQftkafrT/Yq32PIbRAU+bEtBEWMeT6pygYCBEVs0GS2iAACCCCAAAK2EyAoYruWs2EEEEAAAQQQsLgAQRGLN5jtIYAAAggggEDSAve/7dPrnwfjjnc4pHGn5mtEXwO+c+bHyrlRJAZBUCTpo89ABNIrQFAkvZ7MhgACCCCAAAIIGEGAoIgRukANCCCAAAIIIIBA+gQIiqTPkpkQQAABBBBAwLwCP2wI66r/1WhTZfzbRAZ2cenmMV41y3cYdrMERWKtIShi2CNKYVYXIChi9Q6zPwQQQAABBBCwowBBETt2nT0jgAACCCCAgJUFCIpYubvsDQEEEEAAAQSSFXhqhl9PzwgkHH7l8V6NGpSXcFwuBxAUiekTFMnlKWRtWwsQFLF1+9k8AggggAACCFhUgKCIRRvLthBAAAEEEEDAtgIERWzbejaOAAIIIIAAAj8KrKuI6Ipnq7V2S/zbRPp0cOm2M7xqUWTc20SiWyIoEmssQRE+4gjkSICgSI7gWRYBBBBAAAEEEMigAEGRDOIyNQIIIIAAAgggkAMBgiI5QGdJBBBAAAEEEDCUwGufB/TA2/6ENf3hSK9OP8DYt4lEN0FQJNZKgiIJjzQDEMiMAEGRzLgyKwIIIIAAAgggkEsBgiK51GdtBBBAAAEEEEAg/QIERdJvyowIIIAAAgggYB6ByuqIrnmhRovWhOMW3a2VU387K19tmxv7NpHoJgiKxFpJUMQ8n0MqtZgAQRGLNZTtIIAAAggggAACkgiKcAwQQAABBBBAAAFrCRAUsVY/2Q0CCCCAAAIIpCYwbWFQd0z0KRCK/9y5wz369Uh3apPnaDRBkRg8QZEcHUCWRYCgCGcAAQQQQAABBBCwngBBEev1lB0hgAACCCCAgL0FCIrYu//sHgEEEEAAATsLBEPSjS/XaPbS+CmRdiUO3X12vjq2cJqCi6BIrE0ERUxxXCnSigIERazYVfaEAAIIIIAAAnYXIChi9xPA/hFAAAEEEEDAagIERazWUfaDAAIIIIAAAskKfPFDSONf8Wm7LxL3kdFD8nTxUd5kp835OIIisRYQFMn5UaQAuwoQFLFr59k3AggggAACCFhZgKCIlbvL3hBAAAEEEEDAjgIERezYdfaMAAIIIIAAAlGB6Ctn3pkXjItRWuTQ337h1R7tXKZBIygSaxVBEdMcWQq1mgBBEat1lP0ggAACCCCAAAISQRFOAQIIIIAAAgggYC0BgiLW6ie7QQABBBBAAIHkBL4tC+na//m0pSr+bSJHD8jTFcd7lWeOt87Ubp6gSOwMEBRJ7rPAKATSLkBQJO2kTIgAAggggAACCORcgKBIzltAAQgggAACCCCAQFoFCIqklZPJEEAAAQQQQMAkAg+959PLs+PfJlLgceivY7wa3M08t4lE+QmKxA4hQRGTfBgp03oCBEWs11N2hAACCCCAAAIIEBThDCCAAAIIIIAAAtYSIChirX6yGwQQQAABBBBILLByU1hXPV+j9RXxbxMZ1sel607OV7478ZxGGkFQJNYNgiJGOpXUYisBgiK2ajebRQABBBBAAAGbCBAUsUmj2SYCCCCAAAII2EaAoIhtWs1GEUAAAQQQQOBHgednBfTodH9cD4dDGn+aV8P75JnOjaBIrGUERUx3dCnYKgIERazSSfaBAAIIIIAAAgj8JEBQhNOAAAIIIIAAAghYS4CgiLX6yW4QQMDgAtHLCxwGr5HyELC4QPQWkaueq9HKzeG4Ox3Y1ambT89Xs3zzfWgJisRaS1DE4h9mtmdcAYIixu0NlSGAAAIIIIAAAvUKJPEDK4IinB0EEEAAAQQQQMBaAgRFrNVPdoMAAggggAAC8QVe+zyof77tU/yXzkhXnuDRqIEme+fMj1snKBKDSCoocsGFF6pL5858bhBAII0CBEXSiMlUCCCAAAIIIICAQQQIihikEZSBAAIIIIAAAgikSYCgSJogmQYBBBBAAAEEDC9Qvj2ia17w6buyUNxa+3Zw6tYz8tWiyHy3iUQ3RlBEWrlqlSZPmlRrseNr/PjxcowbN65OSIigiOE/txRoQgGCIiZsGiUjgAACCCCAAAIJBAiKcEQQQAABBBBAAAFrCRAUsVY/2Q0CCCCAAAIINCww+eug7pvsUyj+W2f0xyM9Ou0Ac94mEt09QZEUgiLR9AhfCCCQXgGCIun1ZDYEEEAAAQQQQMAIAgRFjNAFakAAAQQQQAABBNInQFAkfZbMhAACCCCAAALGFaisiej6F32avyr+bSLdWjt1xy/y1aa5OW8TiXaAoEjsHCb16hmCIsb90FKZeQUIipi3d1SOAAIIIIAAAgg0JEBQhLOBAAIIIIAAAghYS4CgiLX6yW4QQAABBBBAoH6B9xeGdNebNfIH4wudO9ytX4/0mJqRoEisfQRFTH2MKd7MAgRFzNw9akcAAQQQQAABBOoXICjCyUAAAQQQQAABBKwlQFDEWv1kNwgggAACCCCwu0C1P6Jxr/j0+ffxbxNpV+LQ3Wfnq2MLp6kZCYrE2kdQxNTHmOLNLEBQxMzdo3YEEEAAAQQQQKB+AYIinAwEEEAAAQQQQMBaAgRFrNVPdoMAAggggAACuwvM/Dak29+oUbU/vs6pQ/L0p6O8pickKBJrIUER0x9lNmBWAYIiZu0cdSOAAAIIIIAAAg0LEBThdCCAAAIIIIAAAtYSIChirX6yGwQQQAABBBCoKxAMS+Nf8enjJfHfOVNa6NAdv/Cqd3uX6QkJisRaSFDE9EeZDZhVgKCIWTtH3QgggAACCCCAQMMCBEU4HQgggAACCCCAgLUECIpYq5/sBgEEEEAAAQTqCnz2fUg3v+rTdl8kLs3RA/I09nivXOZ+60ztHgmKxFpNUITfDRDIkQBBkRzBsywCCCCAAAIIIJBBAYIiGcRlagQQQAABBBBAIAcCBEVygM6SCCCAAAIIIJA1gVte82n6wvi3iRR4HLrldK/26W7+20SisARFYseLoEjWPmYshEBdAYIinAgEEEAAAQQQQMB6AgRFrNdTdoQAAggggAAC9hYgKGLv/rN7BBBAAAEErCwwb2VYN75co4rq+LeJDNvDpb+ckq8CtzU0CIrE+khQxBrnmV2YUICgiAmbRskIIIAAAggggEACAYIiHBEEEEAAAQQQQMBaAgRFrNVPdoMAAggggAACPwnc+aZfb88NxCVxOKRxp3o1om+eZegIisRaSVDEMkeajZhNgKCI2TpGvQgggAACCCCAQGIBgiKJjRiBAAIIIIAAAgiYSYCgiJm6Ra0IIIAAAgggkKzAojVhXf9Sjcq3x79NZEAXp245PV/NChzJTm34cQRFYi0iKGL4o0qBVhUgKGLVzrIvBBBAAAEEELCzAEERO3efvSOAAAIIIICAFQUIilixq+wJAQQQQAABBO6f4tfrX8S/TSSqdMVxHh032CLvnPmx7QRFYhAERfh9AIEcCRAUyRE8yyKAAAIIIIAAAhkUICiSQVymRgABBBBAAAEEciBAUCQH6CyJAAIIIIAAAhkV+G5dWNe9UKON2+LfJrJHe6duOyNfLYutc5tIFJagSOx4ERTJ6MeMyRFoWICgCKcDAQQQQAABBBCwngBBEev1lB0hgAACCCCAgL0FCIrYu//sHgEEEEAAASsKPPKeXy/OTnybyO+P8OiMA611m0i0nwRFYqeaoIgVP93syRQCBEVM0SaKRAABBBBAAAEEUhIgKJISF4MRQAABBBBAAAHDCxAUMXyLKBABBBBAAAEEUhD4YUNY175Qo/UV8W8T6dLKqTvOyle75ta6TSRKRVAkdmAIiqTwwWEoAukUICiSTk3mQgABBBBAAAEEjCFAUMQYfaAKBBBAAAEEEEAgXQIERdIlyTwIIIAAAgggYASBJz8M6JmP/AlLOedgt84/xJNwnBkHEBSJdY2giBlPLzVbQoCgiCXayCYQQAABBBBAAIE6AgRFOBAIIIAAAggggIC1BAiKWKuf7AYBBBBAAAE7C6zeHNbV//Np7ZZwXIa2zR266+x8dW7ptCQXQZFYWwmKWPJ4sykzCBAUMUOXqBEBBBBAAAEEEEhNgKBIal6MRgABBBBAAAEEjC5AUMToHaI+BBBAAAEEEEhW4PmPA3p0WuLbRE7eL09/Psab7LSmG0dQJNYygiKmO7oUbBUBgiJW6ST7QAABBBBAAAEEfhIgKMJpQAABBBBAAAEErCVAUMRa/WQ3CCCAAAII2FVg3daIrnq+Rqs2x79NpKTQodvP9KpvB5dlqQiKxFpLUMSyR5yNGV2AoIjRO0R9CCCAAAIIIIBA6gIERVI34wkEEEAAAQQQQMDIAgRFjNwdakMAAQQQQACBZAUmfBrUP9/1JRx+RP88XXWCV3nWzYmIoEjsGBAUSfhxYAACmREgKJIZV2ZFAAEEEEAAAQRyKUBQJJf6rI0AAggggAACCKRfgKBI+k2ZEQEEEEAAAQSyK7ClKqJr/ufTkrJQ3IW9boduOd2r/XpYOCUiERT58RQQFMnu55DVENgpQFCEw4AAAggggAACCFhPgKCI9XrKjhBAAAEEEEDA3gIERezdf3aPAAIIIICAFQTenRfU3W/5FIz/1hkd2MulG0bnq8BjhV03vAduFInZEBSx9jlndwYWIChi4OZQGgIIIIAAAggg0EgBgiKNhOMxBBBAAAEEEEDAoAIERQzaGMpCAAEEEEAAgaQEagIRXf+ST1/+EP82kehkN4726pA985Ka18yDCIrEukdQxMynmNpNLUBQxNTto3gEEEAAAQQQQKBeAYIiHAwEEEAAAQQQQMBaAgRFrNVPdoMAAggggIDdBGYvDenmCTWq8cffef/OTv11TL6aFzgsT0RQJNZigiKWP+ps0KgCBEWM2hnqQgABBBBAAAEEGi9AUKTxdjyJAAIIIIAAAggYUYCgiBG7Qk0IIIAAAgggkKzAra/79P6CYMLhlx/r0fH7uBOOs8IAgiKxLhIUscJpZg+mFCAoYsq2UTQCCCCAAAIIIBBXgKAIBwQBBBBAAAEEELCWAEERa/WT3SCAAAIIIGAngW/XhnXtCzXaUhWJu+1e7Zy6/cx8tSq2/m0iUQiCIrHjQFDETr8bsFdDCRAUMVQ7KAYBBBBAAAEEEEiLAEGRtDAyCQIIIIAAAgggYBgBgiKGaQWFIIAAAggggECKAg9N9evlOYGET110hEdjDrTHbSJRDIIisSNBUCThR4MBCGRGgKBIZlyZFQEEEEAAAQQQyKUAQZFc6rM2AggggAACCCCQfgGCIuk3ZUYEEEAAAQQQyLzA9+vDuu7FGq2riH+bSJ/2Tt10er7aNrfHbSJReYIisfNHUCTzn0NWQKBeAYIiHAwEEEAAAQQQQMB6AgRFrNdTdoQAAggggAAC9hYgKGLv/rN7BBBAAAEEzCrw2DS/nvs48W0ilx7j0Un72ec2kWg/CYrETjVBEbN+uqnb9AIERUzfQjaAAAIIIIAAAgjsJkBQhEOBAAIIIIAAAghYS4CgiLX6yW4QQAABBBCwg8DyjWH95YUalW2Nf5vI3p2duvHUfLUqts9tItH+ExSJfQoIitjhdwP2aEgBgiKGbAtFIYAAAggggAACTRIgKNIkPh5GAAEEEEAAAQQMJ0BQxHAtoSAEEEAAAQQQSCDw5AcBPTPTn9Dp6hO9OnpAXsJxVhtAUCTWUYIiVjvZ7Mc0AgRFTNMqCkUAAQQQQAABBJIWICiSNBUDEUAAAQQQQAABUwgQFDFFmygSAQQQQAABBH4UWLkpepuIT2u2hOOa9O/k1C1j8lVSaK/bRKIoBEViR4OgCL9tIJAjAYIiOYJnWQQQQAABBBBAIIMCBEUyiMvUCCCAAAIIIIBADgQIiuQAnSURQAABBBBAoNECz3wU0JMfJr5N5IrjPDpusLvR65j5QYIise4RFDHzKaZ2UwsQFDF1+ygeAQQQQAABBBCoV4CgCAcDAQQQQAABBBCwlgBBEWv1k90ggAACCCBgZYHVm8O69gWfVpfHv02kbwen/jomXy2L7XebSLT/BEVinwKCIlb+3YC9GVqAoIih20NxCCCAAAIIIIBAowQIijSKjYcQQAABBBBAAAHDChAUMWxrKAwBBBBAAAEEfibw3KyAHpue+DaRS4726JT97XmbSJSMoEjs4BAU4bcQBHIkQFAkR/AsiwACCCCAAAIIZFCAoEgGcZkaAQQQQAABBBDIgQBBkRygsyQCCCCAAAIIpCywtjyia16o0arN8W8T6dXWqVvPzFebZva8TSQKS1AkdrwIiqT8MeMBBNIjQFAkPY7MggACCCCAAAIIGEmAoIiRukEtCCCAAAIIIIBA0wUIijTdkBkQQAABBBBAIPMCL3wS0L/fT3ybyO8P9+iMofa9TSTaCYIisfNIUCTzn0tWQKBeAYIiHAwEEEAAAQQQQMB6AgRFrNdTdoQAAggggAAC9hYgKGLv/rN7BBBAAAEEzCBQtjWia/9XoxWb4t8m0q21U7efma92Jfa9TSTaT4IisVNNUMQMn25qtKQAQRFLtpVNIYAAAggggIDNBQiK2PwAsH0EEEAAAQQQsJwAQRHLtZQNIYAAAgggYDmBl+cE9NDUxLeJnDfSrV8O91hu/6luiKBITIygSKonh/EIpEmAoEiaIJkGAQQQQAABBBAwkABBEQM1g1IQQAABBBBAAIE0CBAUSQMiUyCAAAIIIIBAxgQ2VER09f9qtHxj/NtEOrd06m+/8KpDqTNjtZhlYoIisU4RFDHLiaVOywkQFLFcS9kQAggggAACCCAggiIcAgQQQAABBBBAwFoCBEWs1U92gwACCCCAgNUEXvs8qAfe9iXc1tnD3LrgUG4TiUIRFIkdF4IiCT82DEAgMwIERTLjyqwIIIAAAggggEAuBQiK5FKftRFAAAEEEEAAgfQLEBRJvykzIoAAAggggEB6BDZti+jaF2q0dF3820Talzr0t1/kq0tLbhOJyhMUiZ0/giLp+RwyCwIpCxAUSZmMBxBAAAEEEEAAAcMLEBQxfIsoEAEEEEAAAQQQSEmAoEhKXAxGAAEEEEAAgSwKvPllUP+Y4lM4En/R0w906w9HcJvIDiWCIjEJgiJZ/LCyFAK7ChAU4TwggAACCCCAAALWEyAoYr2esiMEEEAAAQQQsLcAQRF795/dI4AAAgggYFSBzdsjuv7FGi1eG/82kTbNHPrbWfnq3prbRHb0kqBITIKgiFE/3dRleQGCIpZvMRtEAAEEEEAAARsKEBSxYdPZMgIIIIAAAghYWoCgiKXby+YQQAABBBAwrcDkr4O6b7JPofg5EZ2yX54uOcZr2n1monCCIjFVgiKZOF3MiUASAgRFkkBiCAIIIIAAAgggYDIBgiImaxjlIoAAAggggAACCQQIinBEEEAAAQQQQMBoAlurIrr+JZ8Wrg7FLa1VsUO3n5mvXu24TWRXKIIiMY2kgiIXXHihunTubLTPAPUgYGoBgiKmbh/FI4AAAggggAAC9QoQFOFgIIAAAggggAAC1hIgKGKtfrIbBBBAAAEErCDw7ryg7pnkUyB+TkQn7JOnS0d55XRYYdfp2wNBEWnlqlWaPGmSohY7vsaPHy/HuHHjIrtSExRJ38FjJgR2CBAU4SwggAACCCCAAALWEyAoYr2esiMEEEAAAQQQsLcAQRF795/dI4AAAgggYDSByuqIbnjZp3kr46dEWhQ5dOsZ+erbgdtEft5DgiIpBEWi6RG+EEAgvQIERdLryWwIIIAAAggggIARBAiKGKEL1IAAAggggAACCKRPgKBI+iyZCQEEEEAAAQSaLvD+gqDuessnfzD+XMcOytNlx3rlIieyGxRBkRhJUq+eISjS9A8tMyDwcwGCIpwJBBBAAAEEEEDAegIERazXU3aEAAIIIIAAAvYWIChi7/6zewQQQAABBIwksL0monGv+PTl8vi3iZQUOvTXMV7t1cllpPINUwtBkVgrCIoY5khSiN0ECIrYrePsFwEEEEAAAQTsIEBQxA5dZo8IIIAAAgggYCcBgiJ26jZ7RQABBBBAwNgCH3wT1J1v+lQTiF/nUQPydMVxXrnJidQLRVAkxkJQxNifd6qzsABBEQs3l60hgAACCCCAgG0FCIrYtvVsHAEEEEAAAQQsKkBQxKKNZVsIIIAAAgiYTGC7L6KbXvXp8+/j3ybSrMChm0/3amAXUiINtZigSEyGoIjJfhOgXOsIEBSxTi/ZCQIIIIAAAgggsEOAoAhnAQEEEEAAAQQQsJYAQRFr9ZPdIIAAAgggYFaBDxYFdefExLeJHN4/T1ce75Unz6w7zXzdBEVixgRFMn/WWAGBegUIinAwEEAAAQQQQAAB6wkQFLFeT9kRAggggAACCNhbgKCIvfvP7hFAAAEEEDCCQLK3iRTlO3TTaV7t043bROL1jaBITIegiBE+3dRgSwGCIrZsO5tGAAEEEEAAAYsLEBSxeIPZHgIIIIAAAgjYToCgiO1azoYRQAABBBAwnECyt4mM7OfS1SfmK99tuC0YqiCCIrF2EBQx1LGkGDsJEBSxU7fZKwIIIIAAAgjYRYCgiF06zT4RQCBVgUcff0yjTz5FzZs10yHDh+rBRx7V4H32TXUaxiOAAAJZFyAoknVyFkQAAQQQQACBXQSSvU2kwOPQ+FO92r8nt4kkOkAERWJCBEUSnRS+j0CGBAiKZAiWaRFAAAEEEEAAgRwKEBTJIT5LI4CAoQX+fv8/NHDAAH3w3lTNmf2xHnvqWXXs2MnQNVMcAgggEBUgKMI5QAABBBBAAIFcCiR7m8iwPi795aR8FXhyWa051iYoEusTQRFznFeqtKAAQRELNpUtIRZgAdYAACAASURBVIAAAggggIDtBQiK2P4IAIAAAg0IRIMiBw8bphuuuUrtO3TQ3+68p/affCGAAAJGFyAoYvQOUR8CCCCAAALWFUj2NhGv26EbRnt1UG9uE0nmNBAUiSkRFEnmtDAGgQwIEBTJACpTIoAAAggggAACORYgKJLjBrA8AggYVuDBhx9S61at9fe7btcxo47Tlddcq8LCIsPWS2EIIIDADgGCIpwFBBBAAAEEEMiVQLK3iRzQy6XrT8lXkTdXlZprXYIisX4RFDHXuaVaCwkQFLFQM9kKAggggAACCCDwowBBEY4CAgggUFdgxowZevmVV9S9R3etX79eH0x9R5FwSJ/NXbgbVZfOnbVs6VIIEUAAAUMJEBQxVDsoBgEEEEAAAdsIJHubiNslXXeKVyP65tnGpqkbJSgSEyQo0tSTxPMINFKAoEgj4XgMAQQQQAABBBAwsABBEQM3h9IQQCCrAhUVFXryqad0xdixcrvduu22W1VWVqavv/hCG9eX6asFi+qt58477tBl//d/Wa2VxRBAAIF4AgRFOB8IIIAAAgggkAuBaQuDuvstn2oC8Vfft7tL4071qjjfkYsyTbkmQZFY2wiKmPL4UrQVBAiKWKGL7AEBBBBAAAEEEKgrQFCEE4EAAnYX+PTTT3XeBRdo8eLFOykcDofuvPOO2v/9yaxZWjD3Ky1a+kODVG3atNGaVavsTsn+EUDAIAIERQzSCMpAAAEEEEDARgLlVRHd9IpP81aG4u7a6ZT+cpJXh+3FbSKpHA+CIjEtgiKpnBrGIpBGAYIiacRkKgQQQAABBBBAwCACBEUM0gjKQACBnAi8+dZbGnPGGQoGg7utf9ddd9b+2tdff6XZs2ZqybLlcWsM+Hw52QOLIoAAAj8XICjCmUAAAQQQQACBbAtM+iqo+9/2KRA/J6KBXV266TSvmhdwm0gqPSIoEtMiKJLKqWEsAmkUICiSRkymQgABBBBAAAEEDCJAUMQgjaAMBBDIicCw4cMVvVGkvq8dQZGytWv11usT4t4oEn3+xBNO0KuvvJKTfbAoAgggsKsAQRHOAwIIIIAAAghkU2BDRUTXv1Sj79aFEy57zYleHTWA20QSQv1sAEGRGAhBkVRPDuMRSJMAQZE0QTINAggggAACCCBgIAGCIgZqBqUggEDWBYqbN5evgZtAdgRFgoGAnn3iMS1YsixufXl5efrh++/Vrm3brO+DBRFAAIFdBQiKcB4QQAABBBBAIJsCr34a0IPv+hVJsOjeXWK3iZQWcptIqv0hKBITIyiS6slhPAJpEiAokiZIpkEAAQQQQAABBAwkQFDEQM2gFAQQyLqA2+ttcM3rrr9OpSUltd9/7OEHE94oEh334D//qd/+9rdZ3wcLIoAAArsKEBThPCCAAAIIIIBAtgTWlId1/Us+Ld8Y/zYRp1O6+kSvjuzPbSKN6Q1BkZgaQZHGnB6eQSANAgRF0oDIFAgggAACCCCAgMEECIoYrCGUgwACWRWIFxTxeDy68qora8Mit973N21ZszlhbYMGDdJnc+YkHMcABBBAIJMCBEUyqcvcCCCAAAIIILCrwH9nBvT4B/6EKIO7uXTjaK9KuE0koVV9AwiKxFQIijTq+PAQAk0XICjSdENmQAABBBBAAAEEjCZAUMRoHaEeBBDIpkC8oEi0jsH7DtYJp56k2Ru+1Lv/mLiztFJXnrrk5aulM09BRbTUX62ykF9ut1tV27ZlcwushQACCOwmQFCEQ4EAAggggAAC2RCI3iJy48s+rdoc/zYRt8uha0/y6JA9uU2ksX0hKBKTIyjS2BPEcwg0UYCgSBMBeRwBBBBAAAEEEDCgAEERAzaFkhBAICsCkUhEnvz8OmsVOF3q5ylUc4dLfbwFauvyqKMnX8cUtFCJq/4fagbyXIq4XPL4Yn+LrnT+e1mpn0UQQACBhgQIinA2EEAAAQQQQCAbAo9N9+u5WYGESw3p6dJ1p3jVLN+RcCwD6hcgKBJzISjCJwSBHAkQFMkRPMsigAACCCCAAAIZFCAokkFcpkYAAUMLrFu/Xgf16K2DCks02NtMY5q1UfSmkPq+KtuUyleYrw3Ni1SusD4t36CVlVu1aON6zf5hae0jR/XdS9f0H6Jhl16kvKH7GnrvFIcAAtYWIChi7f6yOwQQQAABBIwgsHR99DaRGpVticQtx+t26LqTPDq4L7eJNKVvBEViegRFmnKKeBaBJggQFGkCHo8igAACCCCAAAIGFSAoYtDGUBYCCGRE4P4HHlBNTY1atWyp5iUl2rB2jULBoALBgCrKN9euWVBYJJfLpWYtWsrldGl7TY2+W7pUa8rWatJbkxQMxP8bc3v17q33pk9X6zZtMrIHJkUAAQQSCRAUSSTE9xFAAAEEEECgqQIPvefXy7MT3yZyUG+Xrj3ZqyIvt4k0xZygSEyPoEhTThHPItAEAYIiTcDjUQQQQAABBBBAwKACBEUM2hjKQgCBjAhMnTpVgwYNUpsfQxxD9+qd1DqDhxyo7nv0VUmr1lq/foNmz5mj+fPna21ZWb3PH3TQQZr81lsqKipKan4GIYAAAukUICiSTk3mQgABBBBAAIGfCywpi90msr4i/m0ihR6Hrj/FqwN7u0BsogBBkRggQZEmHiQeR6CxAgRFGivHcwgggAACCCCAgHEFCIoYtzdUhgACmRXYtHGDjh95UMJFDjt4uEb07ql7XnlVpaWluv+YQ/VD267a6HRr7ZatWrjkO61bt07vv/++tmzZsnO+IUOGaNZHHyWcnwEIIIBAugUIiqRblPkQQAABBBBAYFeB+9/26/XPE98mMryvS9ecmK8CD35NFSAoEhMkKNLUk8TzCDRSgKBII+F4DAEEEEAAAQQQMLAAQREDN4fSEEAgowJ/+b+L9f47UxpcIy8vT8/eeIO8fp9CeW75PB6Nf+JJ3Tl8/53PROTUrBqHNm7YpK2bNql9j+4aNOZMbdy4URs3bNCMmTO1adMm/f3ee9W+ffuM7ofJEUAAgR0CBEU4CwgggAACCCCQKYFFa8Ia90qNNlbGv02ktNCh60d7tU83bhNJRy8IisQUCYqk4zQxBwKNECAo0gg0HkEAAQQQQAABBAwuQFDE4A2iPAQQyIhAMBjUqIOHaFtlZYPzD91/iP5y2iny1/i04oflauMK6dLXJuuxk4+ufSbscGjqxhoN7tJebaq3yOctUH6fvdXhmBN3zun3+xX9s3SzZs3k8fDX6DLSTCZFAIHdBAiKcCgQQAABBBBAIFMC90zyadJXwYTTHzc4T5cc7ZUnL+FQBiQhQFAkhkRQJInDwhAEMiFAUCQTqsyJAAIIIIAAAgjkVoCgSG79WR0BBHIj8OoLz+nOm26Mu/g95/1Kvbv30vrK7apYV6aeeUGNfuJ53f3rX6qXM7Tz2a+WLNN3xS10eocWajH6HOX37pebTbEqAggg8KMAQRGOAgIIIIAAAghkQmD+ypDGv+pT+fb4t4m0L3Xq5tO96tXWmYkybDknQZFY2wmK2PL4s2kjCBAUMUIXqAEBBBBAAAEEEEivAEGR9HoyGwIImEPg4X/cqycfeTBusU+e/0u17j9Y5Vu2yl9ZoZZb19cGRW745Vna1/3To9ubtdCSFSs1uEWx8vfYSy1OOcscCFSJAAKWFSAoYtnWsjEEEEAAAQRyJlATiOiuN/2a/k3i20TOGubWhYdyo2I6m0VQJKZJUCSdp4q5EEhBgKBIClgMRQABBBBAAAEETCJAUMQkjaJMBBBIq0D01TPHHnyAKisrGpz3wfN/pU7NmylcXKq5n32u3nvtqXPu/buuPfsXOsDraPC5DlfektZamQwBBBBIVYCgSKpijEcAAQQQQACBRAIzFgd191t+bauJf5tIjzZOjT/Nq84tuU0kkWkq3ycoEtMiKJLKqWEsAmkUICiSRkymQgABBBBAAAEEDCJAUMQgjaAMBBDIusA5Jx+npUu+bXDdW849R3u7wsrrN0jfLlyobkUenf7go7rlV2dr77yGfzja4cqbJTUcJMn6RlkQAQRsJ0BQxHYtZ8MIIIAAAghkVGDTtohumVCjeSvDCde56EiPxhywyxWMCZ9gQDICBEViSgRFkjktjEEgAwIERTKAypQIIIAAAggggECOBQiK5LgBLI8AAjkTOPfUE/Xtom8aXP9PY07XkcVuefoNkH/xfCkSqX31zJ2/+aX2cIQafK7l6efK22OPnO2LhRFAAAGCIpwBBBBAAAEEEEinwGufBfTQVL+CCXIie3Zy6sbR+WrbnOB8Ov2jcxEUiYkSFEn3yWK+hgWif0GI38t2+hAU4cOCAAIIIIAAAghYT4CgiPV6yo4QQCA5gfPOGK1v5s9rcPARI0bo4t6da7/v6NJbjk1rdfK/Hk346pniA0eo2cijkyuCUQgggEAGBAiKZACVKRFAAAEEELCpwIpNYd30qk8/bIifEnE5pbHHe3X0gDybSmV22wRFYr4ERTJ7zpgdgQYFCIpwOBBAAAEEEEAAAesJEBSxXk/ZEQIIJCdwyfnn6tNPZjU4eNegiKf/vvIv/FKjH39OY44dpbPbt6j3OXfHLio56kS523ZIrghGIYAAAhkQICiSAVSmRAABBBBAwKYC/5nm1/8+DiTc/X49XLruZK9KCvkb+AmxGjGAoEgMjaBIIw4PjyCQDgGCIulQZA4EEEAAAQQQQMBYAgRFjNUPqkEAgewJPHL/fXri4X81uOCL550tt6JXjf70FX31TPRrwnln7fzF816boi3l5bX/++rxt2j0GT99L3u7YSUEEEDgJwGCIpwGBBBAAAEEEEiHwFfLQ7pjok/rK+r+uejncxd5HbrmJK+G7eFKx7LMUY8AQZEYCkERPh4I5EiAoEiO4FkWAQQQQAABBBDIoABBkQziMjUCCBhaYNPGDbryj79Tgdut6ppqrVy1urbefffeWyN6dtN+nt3L3xEUGffLs9Xd7dQL36/SlOnTdw7s0au3np84xdD7pjgEELC+AEER6/eYHSKAAAIIIJBpgc3bIrrjTZ8+WxZKuNQhe+bVvnamsJ4/QyV8mAFJCRAUiTERFEnquDAIgfQLEBRJvykzIoAAAggggAACuRYgKJLrDrA+AgjkUmDDo39XsHxT0iXsCIrs+kBpaakePvV4eSNhtfvj1XIWFSc9HwMRQACBTAgQFMmEKnMigAACCCBgL4FX5gT0n+l+BYLx992iyKFxp3o1oAu3iWTyhBAUiekSFMnkKWNuBOIIEBTheCCAAAIIIIAAAtYTIChivZ6yIwQQSE5gU3ml/I/emdzgH0fVFxQZOWyYLuvbTSsjLn2w3a8rb7otpTkZnEOB6A3avEI9hw1g6UwJEBTJlCzzIoAAAgggYA+BxWvCun2iTys3hRNu+IR98nTJ0V7lkRNJaNWUAQRFYnoERZpyingWgSYIEBRpAh6PIoAAAggggAACBhUgKGLQxlAWAghkVCASieios2/V0B4tNLxVWHtHNsoVSfxD0PqCIkXFxTrt8MP1zMSJis77ycLvMlo7kyOAAAKJBAiKJBLi+wgggAACCCDQkEC1P6K/T/Fr6vwEV4lI6tbaqetO8apXWyegGRYgKBIDJiiS4YPG9Ag0JEBQhLOBAAIIIIAAAghYT4CgiPV6yo4QQCCxwCU3PqHJ077abWC+1617j+2qAeEN9U5SX1Dk5wMJiiT2ZwQCCGRWgKBIZn2ZHQEEEEAAASsLvDc/qAfe8auyJnr9XsNfLqd00REenTrEbWUOw+yNoEisFQRFDHMkKcRuAgRF7NZx9osAAggggAACdhAgKGKHLrNHBBD4ucCeh1+uQCDUIEy/7u304GC/3OG6Y+6Yt0SffPZZXFCCIpw3BBDItQBBkVx3gPURQAABBBAwp8DSdWHd+aZP361LfNvi0N4uXXGcVy2LeZdjNrpNUCSmTFAkG6eNNRCoR4CgCMcCAQQQQAABBBCwngBBEev1lB0hgEBigdFXfqhWRX6tXvaFlny/Ou4DLZoX6vnDC9Vm0GCVHHmiwqGQjhs5VFvKy+s8d9Gll+vcC38vp4uXcyfuACMQQCCTAgRFMqnL3AgggAACCFhTIHqDyINT/XpnbuJXznRo4dR1J3m1ZydeOZOt00BQJCZNUCRbJ451EPiZAEERjgQCCCCAAAIIIGA9AYIi1uspO0IAgfgCkYh06lUzdg4q8vjljazXBzM+afDB0uaFuubCY3X66JG1Y0KhkL6Y84kWLZiv6upq9erTV0cccyz0CCCAgCEECIoYog0UgQACCCCAgKkEXv8iqMen+7UtwStnops6b6RHvxzOK2ey2WCCIjFtgiLZPHWshcAuAgRFOA4IIIAAAggggID1BAiKWK+n7AgBBOIL3Pn0N/p43sYGB7UrWK8vv/pCm8q31Rmz1x6d9cbjV8KLAAIIGF6AoIjhW0SBCCCAAAIIGEpg3sqQ7p3k14pNiV85M7ibS1ed4FW7El45k80mEhSJaRMUyeapYy0EdhEgKMJxQAABBBBAAAEErCdAUMR6PWVHCCDQsMCWSr8uvHWOQqFIXCZPXkTLF76jjZsrd45r16ZEM1+9GV4EEEDA8AIERQzfIgpEAAEEEEDAMALrtkZ032SfPl0WSlhT62YOXXm8V/v35HWbCbHSPICgSAw0qaDIBRdeqC6dO6e5BUyHgL0FCIrYu//sHgEEEEAAAQSsKUBQxJp9ZVcIIFC/wKvTVumZSd8nxeN2htXSu1FffvWlNpVXyu126Zv3703qWQYhgAACuRQgKJJLfdZGAAEEEEDAPALR13I+NSOg52f5FUx8mYjOHubWuSM8cpMTyXqTCYpIK1et0uRJkxS12PE1fvx4OcaNG1fnr4IQFMn6+WRBGwgQFLFBk9kiAggggAACCNhOgKCI7VrOhhGwtcDoK2c0av9ed1gljrU6/6yjdODerRo1Bw8hgAAC2RIgKJItadZBAAEEEEDA3AKzvwvp71N8Wl8R/8bF6C6jt4hcNsqr9qW8ciYXXScokkJQJJoe4QsBBNIrQFAkvZ7MhgACCCCAAAIIGEGAoIgRukANCCCQLYHGBkV21FeYn6e7/jxYHdsUZKtk1kEAAQRSFiAokjIZDyCAAAIIIGA7ge83hHX3Wz4tWpP4KpFurZ0ae7xXe3Vy2s7JKBsmKBLrRFKvniEoYpRjSx1WEiAoYqVushcEEEAAAQQQQCAmQFCEk4AAAnYR+GHNdl123xd1tutySG0K1mvhwgUq21Cudq1L1a9fX8ndUhu2NRwGmXDXCLuwsU8LCaxevVqdOnWy0I7YSkMCBEU4GwgggAACCCAQT2BLVUT/ft+vt+cGE0IVeBz67WFunbyfO+FYBmROgKBIzJagSObOGDMjEFeAoAgHBAEEEEAAAQQQsJ4AQRHr9ZQdIYBA/QITpq/S0299X+eb7u1z9cW8b+t9YOSw/aT8ziqv2v0Holefu6eGDmgNNQKmEQiHwxozZow6duyoO+64Q4WFhaapnUJTFyAokroZTyCAAAIIIGAngRc/CejZmX5t9yXe9TED8/T7wz0qKeSVM4m1MjeCoEjMlqBI5s4YMyMQV4CgCAcEAQQQQAABBBCwngBBEev1lB0hgMDuAjX+kM4d94kCwZ+uVW7tWalpH85OimvfQX2UX9pflT7XzvG/G91bxw7rkNTzDEIg1wJdunRRIBDYWYbX69Xy5ctzXRbrZ0iAoEiGYJkWAQQQQAABCwh88l1I/3zHp7VbIgl3s1cnly4/zqMebXjlTEKsDA8gKBIDJiiS4YPG9Ag0JEBQhLOBAAIIIIAAAghYT4CgiPV6yo4QQGB3gW++r9BfHvx65zdKCoL6+MM3FAolfh/3joeKiwrUY8DxO+cobebRw9cOkdfND005c8YWqKqqUs+ePXcr8oQTTtA999yjkpISY2+A6lIWICiSMhkPIIAAAgggYAuBxWvC+sfbPi1em/jPQW2aO3TpMV4dtMdPYXlbIBl0k4YLikRzRjm4ZIagiEEPKGVZX4CgiPV7zA4RQAABBBBAwH4CBEXs13N2jIAdBSbPWqN/T1i6c+vNwos1a868lCkOHT5Em0NdFYnEfiL26xN66JRDOqc8Dw8gkE2Bq666Sk8//XS9S3bq1Ek7/l0gmzWxVmYFCIpk1pfZEUAAAQQQMKPA+oqI/vWuXx8tDiZV/q+Gu3XOwR65yYkk5ZXpQYYLimR6ww3MT1AkR/AsiwBBEc4AAggggAACCCBgPQGCItbrKTtCAIHdBa5+4Ct9u6Jy5zfmffJyk5gGDD195/MT7hrRpLl4GIFMCqxatUoXXXSRPvvsswaXcbvdeumllzR06NBMlsLcWRQgKJJFbJZCAAEEEEDABAKBUETPfBTQS7MD8ieRE4neInLJ0V61K8nBlREm8MxFiQRFYuoERXJx+lgTAUkERTgGCCCAAAIIIICA9QQIilivp+wIAQTqCkQi0tnXz1KNP7TzG00Nihx52CFaV92mdj6CIpw4owsEg0F17dpV4XDDV4y3adNG8+alfsuO0fdu1/oIiti18+wbAQQQQACB+gXeWxDUv9/3a2Nl9H0h8b/27OjUn4/xqk8HXrGZyCqb3ycoEtMmKJLNU8daCOwiQFCE44AAAggggAACCFhPgKCI9XrKjhBAoK7Aoh8qdO2/vq7zi00NikQnK2lepAH7HqkzRvXTcQd3hB0Bwwts2rRJ/fv3b7DON998U/vvv7/h90GBiQUIiiQ2YgQCCCCAAAJ2EZi3MqT73/Zr2fqGQ8M7LNqXOnXJ0R4N7c37Zox2PgiKxDpCUMRoJ5N6bCNAUMQ2rWajCCCAAAIIIGAjAYIiNmo2W0XApgIzvtyge59bVGf36QiKRCfs2qmNjhp1qq79zV421WXbZhN48MEHdfvttysQCOxW+oknnqj//Oc/ZtsS9dYjQFCEY4EAAggggAACUYGVm8P6+2S/vlr+0+2KDcnkux06d4Rbpx3gVh6XiRjuABEUibWEoIjhjiYF2UWAoIhdOs0+EUAAAQQQQMBOAgRF7NRt9oqAPQX+89pSTZq5ps7mXdu+0lfzv0sLSMd2LXXvuPO0/4CuaZmPSRDIhsDDDz+s8ePH77bUo48+qhNOOCEbJbBGBgUIimQQl6kRQAABBBAwicC2moge/yCg1z/fPSBc3xZGDcrTBYd61LLIYZId2qtMgiKxfhMUsde5Z7cGEiAoYqBmUAoCCCCAAAIIIJAmAYIiaYJkGgQQMKzA7U8u1JwFm+rU1y5/raZOn5m2mgvyPZr7zp1yOIz/Q9X169drypQpOvfcc9O2fyYyn0AwGFTnzp13K/wPf/iDxo0bZ74NUXEdAYIiHAgEEEAAAQQQeO2zgJ6aEVBFdSQhxj7dXbr4aI+6t+YqkYRYORpgyqBI9Oil+Y/IBEVydABZFgGCIpwBBBBAAAEEEEDAegIERazXU3aEAAJ1BS677wv9sGZ7nV9sWeTXB++9kVaqg/fvq+suGa0+PTukdd50ThaJRLTXXnupvLxcZWVl6ZyauUwo0L59+92qHjVqlJ588kkT7oaSdxUgKMJ5QAABBBBAwN4Cc5aF9M93fFq9OXFIpHsbpy4d5dHALi57oxl896YMimTAlKBIBlCZEoFkBAiKJKPEGAQQQAABBBBAwFwCBEXM1S+qRQCB1AVGXzmj3odKCoL6aNprqU+Y4Ino7SK/GXOIfnv2EWpeXJD2+RszYXV1tfr06aNA4Kdrp6+66ipdfvnljZmOZywiUF9QZMCAAXr33XctskP7boOgiH17z84RQAABBBBYUhbWP9726ZvV4YQYpUUO/fZQj6KvneHL2AIERWL9IShi7HNKdRYWIChi4eayNQQQQAABBBCwrQBBEdu2no0jYBuBhoIiUYBlcydqe5UvIxalzQs145WbFA2OZOsrVLFVocqt8nTqunPJd955R9dee61Wr15dpwyPx6Np06apV69e2SqPdQwmQFDEYA1JYzkERdKIyVQIIIAAAgiYSGBDRUQPTvXrw0XBpKo+c6hb5xzsUZE3qeEMyqEAQZEYPkGRHB5Clra3AEERe/ef3SOAAAIIIICANQUIilizr+wKAQR+EogXFImO8uaFpcoF+uzrxRlje+Dm83TsYYMzNn904sDaVdr47CO1axQdcbxe+HyebrjhhnrXjIZDZs6cmdF6mNz4AgRFjN+jxlZIUKSxcjyHAAIIIICAeQX8wYj+OzOgF2cH5E8iJzK0t0sXH+1Vh1KHeTdto8oJisSaTVDERoeerRpLgKCIsfpBNQgggAACCCCAQDoECIqkQ5E5EEDAyAKJgiLR2h2OiJZ+/WbGbheJruH1uLX/wJ7q0rFV7X8O3r+venZtq8KCpv/1Pf/KH1Q+4b8K+2pqW3HWG9O0aMl39bZl7NixuvTSS+V2u43cNmrLggBBkSwg52gJgiI5gmdZBBBAAAEEcijw3oKg/v2+XxsrIwmr6NfBqT+P8qpvB2fCsQwwhgBBkVgfCIoY4zxShQ0FCIrYsOlsGQEEEEAAAQQsL0BQxPItZoMI2F4gmaDIrkgF/m/01bzF8geS+Gt4GdJtWVqsTu1basigXurUvoV+ffohO1cK11TX/vfwtkr5167U1imv7fzeEQ89q81Vse///Ov+++/XGWeckaGKzTNtMBjUk08/1WDBh448RL179zbPhppQKUGRJuAZ/FGCIgZvEOUhgAACCCCQZoF5K0O6/22/lq0PJ5y5XYlTFx/l1rA+eQnHMsA4AgRFYr0gKGKcM0klNhMgKGKzhrNdBBBAAAEEELCFAEERW7SZTSJga4FUgyJRrAJ3WNvXf65vlqxQOJz4b+RlGnjmGe1it4VE6q9l5Zatum3qLH2yfNVupTgdDo0e0E//emdapss0zfz/fvTfDdb6uwt/Z5p9NLVQgiJNFTTu8wRFjNsbKkMAAQQQQCDdAmVbw7p3kl+ffx9KthXC/QAAIABJREFUOLXX7dCvDnZrzIFu5bkSDmeAgQQIisSaQVDEQIeSUuwlQFDEXv1mtwgggAACCCBgDwGCIvboM7tEwM4CjQmK7PAqzg+pyLFJU6d9mFPCGSc1b3D9Rz7+Qo/N/lKB0O5/e7Bf21a6/qgR6t++jTpceUtO92CkxV94+cUGyznzdPvcukJQxEinMr21EBRJryezIYAAAgggYFSB6B8Bnprh1/OzAkom337UgDz99jCPWhU7jLol6mpAgKBIDIagCB8RBHIkQFAkR/AsiwACCCCAAAIIZFCAoEgGcZkaAQRyLlDtC+ns62elrY5m+SEVOjbpvekzFGngdo+0LbbLRPUFRW6YPF1vLlxS73Ije3bVdUcNV9viotj3nU51uOKmTJSWsTmXzLldW9d9rg59zlSnvmPSus6Lr7zU4HxnnBZba+EHY1VV8YO6DvyD2nY7Iq3rG2UygiJG6UT66yAokn5TZkQAAQQQQMCIArOWRF8549OGisS3IA7q6tIlx3jUo43TiFuhpgQCBEViQARF+KggkCMBgiI5gmdZBBBAAAEEEEAggwIERTKIy9QIIJBzgU1bfbrwr3PSXkez/KAKHZu1ZtVyLVyyPO3z/3zCXYMi0XzKmwu/1Y1TPqh33c6lzTXxgjPrfM/dvpNa/+qijNeZzgVeeOQM9eoY1r8nVGrz9hbpnDqpuc4/Lqi2LaVHXqvRfx57M6lnzDaIoIjZOpZ8vQRFkrdiJAIIIIAAAmYVWLY+rHsm+bRoze43C/58T11bO3XpMR4N7sb7Zszab4Iisc4RFDHrCaZu0wsQFDF9C9kAAggggAACCCCwmwBBEQ4FAghYWWDx8gpd88+vs7LFDoXrtK5shb5emP7gSDQoUhMM6pFZX+jJT+vfT582LfXths21e/3yit/+tGeHQ21/e5lcJdkPWzQW/q1Jk+Qr+6+6tvHp8Yk1Cjg7N3aqRj93+vBytSoJ6bE3Q/rFOZfpkJEjGz2XUR8kKGLUzjS9LoIiTTdkBgQQQAABBIwsUFkT0cNT/ZoyN5iwzGb5Dl14mFsn7ONOOJYBxhUgKBLrDUER455RKrO4AEERizeY7SGAAAIIIICALQUIitiy7WwaAdsILFi2Vdc/NDcr+833uPT8rcP0vzdm6f2Z8/XhnEUKBkNpWfvW/lt0+3szVVa5bbf5mnu96t6qVPPWrtOOt+G8et4Y9WhZWjs2v1c/tTj1nLTUkY1J/H6/rv7LX3TYgPXq2LJKT00KKK9oj2wsXWeN4/ZboxbFfj05WfIW99Qdt92mvLy8rNeRyQUJimRSN7dzExTJrT+rI4AAAgggkGmBiV8E9eh0n7bVJF7pxH3ydOFhHhXnOxIPZoRhBQiKxFpDUMSwR5TCrC5AUMTqHWZ/CCCAAAIIIGBHAYIiduw6e0bAPgJfLi7XzY/Oz8qGXU6HXr5j+G5rVWyr1rxFK+QPBFVRWa3qGr8CgZC2VlbV/vfoP6NfO/5ZUxOoHRv9Wr54tpbMnaZQ0L/bvHu0b6PrDjtIgzq204ryrRrz1Cvyh34Kptx87KE6/cQT1PLUX2Zl/+la5L77/6FoWGRw52/Vqqhcz0+V2nY5MF3TJz3Pgd3mqTi/Ss+/71HbTvuoWXGx/njRH5J+3gwDCYqYoUuNq5GgSOPceAoBBBBAAAEzCCxYHdI9b/m1fGPiV8707+zSFcd51K210wxbo8Y4AgRFYjgERfiYIJAjAYIiOYJnWQQQQAABBBBAIIMCBEUyiMvUCCCQc4FPF27WbU8syEodTqdDr9QTFGns4rNnz9bJJ59c7+MFBQWK/j+CHRXl2vD4A7VjHvn4Cz086/Od40vyvfpmwQI5i4obW0JOnvvXQw/Vrtu3zVyVejfoxfdd6tbn0KzXMqDtbBV6tunFDwrUrdew2vX/9AeCIllvBAs2SoCgSKPYeAgBBBBAAAHDC1RUR3TvJJ9mLE58c2Gb5g5dNsqrA3u7DL8vCkwsQFAkZkRQJPFZYQQCGREgKJIRViZFAAEEEEAAAQRyKkBQJKf8LI4AAhkWmD1/k/721MIMrxKbvkVzjx6/IT03X1x//fV6/PHHFQ7v/rcEjzrqKN12223q0qVL7bobn3lYgbLVCoTCOuDvj9XZa1lZWVb2ns5Fnnrm6drpuhXPUXFemV750KN+A0elc4mk5upVPF35eRV65aNi9dv78Npnfv2rc5N61iyDuFHELJ1KvU6CIqmb8QQCCCCAAAJmEJj0VUAPTvWrevcLB3cr/5cHu/Wr4R7lkRMxQ2sT1khQJEZEUCThUTHggIgkXn1lwMakVhJBkdS8GI0AAggggAACCJhBgKCIGbpEjQgg0FiBr74t103/yc6rZ/bfs6WuO79/Y0vd+dzvfvc7vfHGG3XmycvL029+8xtdc801Ki7e/YaQ0LZKbZ89Q5fdfZ/e+nLezmf79u2rqVOnyu12N7mubE3w9rtv1y7VPPCO3KHlmvhxsYYddla2lt+5TqnvVbkim/TmnJY6aORptb9+zFHHZL2OTC5IUCSTurmdm6BIbv1ZHQEEEEAAgUwIfL8hrNte92nZ+sSvnNmvh0uXH+tV+1L+n7OZ6EUu5iQoElMnKJKL08eaCEgiKMIxQAABBBBAAAEErCdAUMR6PWVHCCDwk8D8pVt1w8Nzs0Jy4ohOOv+knk1ea/369Ro4cGCdeaZMmaLBgwcnnHvDhg0aPny4tm7dunNs9HaSiy++OOGzRhgQCoX0ztR3akspCb0rT2iFJn5cpKGH/CLr5bUITFBeZLMmzmmpocNH164fDYo4ndZ5vztBkawfq6wtSFAka9QshAACCCCAQFYEAqGIHprq1+ufBxOu16WVU2OP92rvztb599aEm7bBAIIisSYTFLHBYWeLxhQgKGLMvlAVAggggAACCCDQFAGCIk3R41kEEDC6wHertunKf3yZlTL/+oeB6t+zJC1rHX/88Yr+/vzll1+qQ4cOKc0ZfV1Nx44d6zxz+OGH67nnnktpnlwM3rZ9myZNnlS7dHvPRyp0rNGEj/I1aMhJWS+ns/sdeZxb9Nqs5hq4X+zVNyedcJLy8/OzXkumFiQokinZ3M9LUCT3PaACBBBAAAEE0inwyXdB3f2WX+Xbo69waPjLk+fQbw9z69Qh5rlRMJ1OVp6LoEisuwRFrHzK2ZuhBQiKGLo9FIcAAggggAACCDRKgKBIo9h4CAEETCKwYl2VLr3786xU++S4oSopTs8PZOfPn6/Nmzdr5MiRjaq9S5cuCgQCdZ4tKytr1FzZfCh6E8obb06sXbJL0WwVu9bq1Q892nPwcdkso3atHkXTlO/aqlc/aqY9Bx5R+2unnjJaRUVFWa8lUwsSFMmUbO7nJSiS+x5QAQIIIIAAAukSKNsae+XMglWJXzkzvE+e/u9Yj1oU8cqZdPkbZR6CIrFOEBQxyomkDtsJEBSxXcvZMAIIIIAAAgjYQICgiA2azBYRsLGAPxDWmX+ZmRWBCXeNyMo6ySxSXV1dGzJZuXLlzuG///3vddNNNyXzeM7GbNu2TU8/+0zt+n1az1Wpd4NemuZStz6HZr2mvdvMVqFnm178oEDdew+rXf+835ynAm4UyXovWDB1AYIiqZvxBAIIIIAAAkYV+O9Mvx7/oG4IvL5aO7d06pqTvNqzI6+cMWovm1IXQZGYHkGRppwinkWgCQIERZqAx6MIIIAAAggggIBBBQiKGLQxlIUAAmkTGH3ljLTNFW8iIwVFonVOmjRJ559//s6SXS6XpkyZogEDBmTFozGL+P1+PfjwQ7WP9m+/UC0KNumF9xzq1HN4Y6Zr0jP7dPxCRd7t+t+0fHXuPqR2rov/+Cfl5eU1aV4jPcyNIkbqRnprISiSXk9mQwABBBBAIFcC36wJ1d4msqY8/itnXE7pgkM9OnNoem44zNV+WbdhAYIiMRuCInxKEMiRAEGRHMGzLAIIIIAAAgggkEEBgiIZxGVqBBAwhIBdgyJR/J8HAQYNGqS3337bEH2pr4hwJKK77r6r9luDuyxRq6JyPf+u1LbLAVmv+cDu81WcX6Xn3/OobafBtetfNfZKORzWucaboEjWj1XWFiQokjVqFkIAAQQQQCBjAttqIrpvsk/TvwklXGNIT5fGHu9V62bW+XfVhJu22QCCIrGGExSx2cFnu8YRIChinF5QCQIIIIAAAgggkC4BgiLpkmQeBBAwqoCZgyJrNlRq5hcrdNcTs1ReUd0gcYc2zXT60Xvpz+ccWGfMv/71L91yyy11fu2rr77aLUBipN5df+ONteUc1Gel2pVU6tkpIRW3yv4tKIf1X6aSwho9845LzVr0ra3przffbCSqJtdCUKTJhIadgKCIYVtDYQgggAACCCQt8M7coB54x6cqf/xHOpTGXjmzd2deOZM0rgkHEhSJNY2giAkPLyVbQ4CgiDX6yC4QQAABBBBAAIFdBQiKcB4QQMDqAmYLioTCEb00ZYG+XLRWr079JqX2PHXbaA0b3GXnM8FgUKNGjdL8+fN3/tro0aP10EOx17sY8evKq6+uLWtk/zJ1aLFdT08KyNu8X9ZLPWbwSpUW+/X0FIe8xT1r17/rjjuyXkcmFyQokknd3M5NUCS3/qyOAAIIIIBAUwVWbArXvnJmSVk44VS/HuHRuSN45UxCKJMPICgSayBBEZMfZMo3rwBBEfP2jsoRQAABBBBAAIGGBAiKcDYQQMDqAkYNikyesUTzlqzXC5Pnq2K7L61tWDLpz3XmGzt2rJ599tmdv9ajRw99/PHHaV0zXZO9+OKLen/6dB2z/1Z1aePTE2/WKOTqmq7pk55n9MGb1ap5UI+/GVLY1UEnnXSSjhs1KunnzTCQoIgZutS4GgmKNM6NpxBAAAEEEDCKwKPT/Xp+ViBhOXt2cum6k73qUMorZxJimXwAQZFYAwmKmPwgU755BQiKmLd3VI4AAggggAACCDQkQFCEs4EAAlYXMFJQ5MW3F+jTeav16YI1Wr2uImP011w4XBecuu/O+bds2aJ+/ereylFWVpax9ZsycbTWy8eO1fEHValbW78ee6NKvkjHpkzZqGfPOLRSrUtCenRiUP5waz3wj3+oqKioUXMZ9SGCIkbtTNPrIijSdENmQAABBBBAIFcC364N66ZXa1S2NRK3hCKvQ5cf59Whe7pyVSrrZlGAoEgMm6BIFg8dS5lEIPp/K7IQFiQoYpLzQJkIIIAAAggggEAKAgRFUsBiKAIImFIgE0GRSDisal+1qqurtWXLJtXU1OiRG4/XYQf2qGM0d/E6PfH6l3pz+rdZt8vLc+qbNy7eue6YMWM0Y8aMnf976NChmjBhghyOLPxAIcXdV1VVaeIzv1GvjmH9+9VKbd5emuIMTR9+/vEhtW0pPTKhRv96+FV5PJ6mT2qwGQiKGKwhaSyHoEgaMZkKAQQQQACBLAoEQ9Lfp/g0+etgwlWP6J+nS0d5VeRNOJQBFhAgKBJrIkERCxxmtmBOAYIi5uwbVSOAAAIIIIAAAvEECIpwPhBAwOoCp141Q5H4fxkvKYJQKKjy8s2qrqlSxdYtiqjupKXN8zXpwXPUpmXs1onV6yt16G+eSGruTA1666Fz1Kdbq9rply1bpsMOO0w+30+vuXnggQcUDZAY6ev12y5X2XffaPOGpfK6pQ3lIQVDzqyX2LrUIXeetGFLWN2779Hg+r9/fHLWa0vXggRF0iVpvHkIihivJ1SEAAIIIIBAMgJf/BDSra/5tKUq/h9gOrZw6vpTvOrbIfv/npzMPhiTfgGCIjFTgiLpP1vMiEBSAgRFkmJiEAIIIIAAAgggYCoBgiKmahfFIoBAIwTOv2W2yiv8KT8ZCARUU1Ol6ppqbSnfJH8g8RzRUMYb/zxLz0ycq/ue+VhV1YnfK55yYSk80LFNM7183xk7wyt33nmn7r333p0ztGjRQjNnzlTLli1TmDV9Qz/8VV9V+UJ1JlxW7ldVMKwtvkjt7anRkE9O7jz5cdFE6x/ao0Rut1NtSgpVlO+RN5ouSfororxAVdzRYZdHIZdH21rtIX/Lrioa+Uu1adtWRYWFSa/S0ECCIk0mNOwEBEUM2xoKQwABBBBAoEGBypqI/jbRp0+W1P334/oe+PUIj84d4UbTRgIERWLNJihio0PPVo0lQFDEWP2gGgQQQAABBBBAIB0CBEXSocgcCCBgZIF/vbREU+eU1Vti9HaQmppq1VRXq3zLZoXDiX8oa+S9NlTboUO66z83nVT77Z+HA6Kvnlm7dm3Wt+V78s969/XXtdWfhutefqx+yZagPl33UzjntN4F8u7yyvbnFlfv3Gfflm71apGZe7q9zohauMM6ootL7gz9Jc+VHQ7Qir4nqfe+w9SzR91XHiXbTIIiyUqZbxxBEfP1jIoRQAABBBB4b0FQ907yqSZB1rx3O6fGnZavjqU5iVPTqBwJEBSJwRMUydEBZFkECIpwBhBAAAEEEEAAAesJEBSxXk/ZEQII1BWYMH2Vnn7r+9pfDIXCqvFVaeuWcvl81dpetT0uV4v8iNoWRTSofaj2nz1Kwyr2RNSpeWRnAKG5NyJ/SKoJOlQVlCprHNrqc6i8Rlqx1aXN1Q59usaptZUO+UO5+2Hu4rcukdPh0EUXXaTXXnutzr5Xrlwptzt7fyMxsnGFqm45XNNWBFIKiszdHNaqqrB6NXOpb8nulqkERQpalOq7YLOMfVxa5oV0Ufty9WvhVK96ak3HwiGXV4u7H6P+v7tdhY24YYSgSDq6YMw5CIoYsy9UhQACCCCAQEMCGyoiGv9qjRatCcdFcjqlPx/t1Yn7pnKLHe5WECAoEusiQRErnGb2YEoBgiKmbBtFI4AAAggggAACcQUIinBAEEDA6gITp3+ny++cVO82o7dN7NUmrMHtgzpnYFDNPOm73SKRa/RHwKu2OvXU127NXefUiq0Zunpil0IuPG1fXX3BcD3xxBO69tprd36noKBAH3zwgbp27Zqo7LR8f/vle0qBGk1bFU46KBLtzILNQW0LOtTc61DnAoeae+qGRVIJiuzdKk8DW8cPx4zs2HBP1lRF1LHwp/W/3hjZbS8fVRRqePMqFeZJw9o7VfyzetOCKamqoLU+2+f3OvasC1OakqBISlymGkxQxFTtolgEEEAAAQT0ypyAHpya+FWXA7u6dMMpXrUszl0AnXblRoCgSMydoEhuzh+rIiCCIhwCBBBAAAEEEEDAegIERazXU3aEAAJ1BRZ/v0kn/Om/dX5xcPuwhnUJ6uwBgYy9GiTVPrz/fZ5mrXRq1qo8barK3A9+l0z6s8LhsDp27FinxMMPP1zPPfdcqmU3avz2S2KvSkklKLKxJqwN1XWDPHu22OW9MpLSHRQ5pWfd+Xfd7PcVEfVo/lOfZqwNa9PP6ptRWagRzapqH4uGRQ7p5JTXlZneVntLpWunqnWrVg32JNr3VatX7/z+ub/61W5ju/fooZtvvrn216OvJerSuXOjesxDuRUgKJJbf1ZHAAEEEEAgFYHlG8O6eYJPP2yIf5tIkdehK0/wakTfhv8dNZV1GWsuAYIisX4lFRS54MIL+YNMA+d7xYoVqqqqUr9+/bRx40ZF/+AwbNgwc30aqDYnAgRFcsLOoggggAACCCCAQEYFCIpklJfJEUDAAAKRUFBX/+XfGtFxmw7uEkq5ooqK7Zoxa5byqrZq29YtKnAEVdKIt7RUhZwqd7eWs6CFCkpaa7+BvdW+VUHcep74yq13lrq1rDy94YJzTxqkwJr3an/ItuvX0qVLVVRUlLJRKg8E3v+P/BNuq31k16DI9kBYry/z1TuVQw4NauOW42cMX65P/LcuU6nt52NfPLa4wceTCYp8WFGkkc3rvt4oXvikKbVGn13bdpDWHXGVDq7n53xjr75KNb76fROte9yoUTpu1LGJhvF9AwkQFDFQMygFAQQQQACBBAL/ft+vFz4JJHQ6pF+exp7gVaEn4VAGWFCAoIi0ctUqTZ40SVGLHV/jx4+XY9y4cXX+SgFBkYY/ATNnzqwFHDNmjBYvXqxJkybpsssus+BHhi2lW4CgSLpFmQ8BBBBAAAEEEMi9AEGR3PeAChBAIHMCwU2rVDnrJUUCNUkvsmrNOi1cvFhbVixVUcSvUnfmXkdTFXarorS/Stu11REH9GywxgfmuPXmtx5tSX4bCff76XO/0WGHHaK1a9fuHHvRRRcp+oO2jH2FAqoaP1KRLWW1SyQbFImO7VGSp1Jv3VfB7AiKjBl7ozr32TPtZRdWrFbJ+m/Ufd4Lu82dVFCkskgjm2UvKBIt8ut+Z2nYn2JBnF2/Lv6/Sxvt07VLV111xRWNfp4Hsy9AUCT75qyIAAIIIIBAYwQWrQnppgk+rd8a/88crYodunF0vvbukvnXVTZmHzyTeQGCIikERTL6h9rM9zojKwSDQX3//fd65ZVXNGfOHA0YMKD2qtHorSIXXHCBevfurZKSktprJVP9is4za9YsNW/eXAMHDkz18TrjI5GIVq9erc8++0yLFi2q/V7Pnj01ZMgQde/ePan60jFHdE/Lli3Tp59+WvvP6Pt6e/XqpQMPPFDt2rVLqo5EEDU1Nfr6669r/xPdc/TdsHvvvbf23XffpP8GTzrmSFTnju8TFElWinEIIIAAAggggIB5BAiKmKdXVIoAAskLRAI+VUx7QqFt5Uk/NOmd91W5fq06OyqTfiadA7epUJXejipq01nHHtJvt6n9IWnaD3m6cZpXvbq01Oat1SqvqG50Cfvv3VEn7efQZZf+aeccLpdLU6ZMqf2ZUSa+gp+8KN9/r945dSpBEZfTob1bueV0SOGIVF4T1orKYO1cLdp1kDs/P60lewsKdcXRfbW5437qM+dhearrnqWvNkTUdpfLV77ZHFblzy44mV5RpEN/dqPIoZ1cKvWmtdQ6k/k8zdTynrm7LdCUoEjr1q01/vobMlc0M6ddgKBI2kmZEAEEEEAAgbQL+AIR3TfZr3fnx/6dNt7Xyfu5dfHRntp/F+bLngIERWJ9T+rVMwRF6n5Itm3bpokTJ2rDhg2KvnqmvLxc3bp1UygU0hdffKE99tij9r8PHTpUhx12WG1gIdmvaCgjGnS47rrrdPbZZ+ucc85J9tHdxkXDLJ988kltTdFgxubNm2sDGaWlpYruIVrnkUceWfu9hr7SMYfP59O7776r5cuXKy8vr9YrPz+/9j/V1dW1QY7o63rc7kbcNftj4evXr9drr72mqF+05k2bNqlVq1a1+43+72OPPbY2vBMvuJOOOVJpFkGRVLQYiwACCCCAAAIImEOAoIg5+kSVCCCQWCC4caWql8xWYO2ShIPf++AjbVrxgzo5tyUcm8sBPrm1uaCnjj9hhAo8eXVKKeh/qCYu8ei6B2c2qURHoFIV8x6oM0dZWezGj6Z8RV/5M/f5q7Rh0Qe107QM+NW3qq53KkGR6Byu1h11ya136+9X/FHatqUp5SX17I5XzywYMVb9Z9xd55nXlsVeY/TwupYa2axKexX+dN1Lc49De5Q61KXYoZqQNGttWBX+2N8S7Vjk0AHtMvs3QRee/bSGHDSiTr0ERZJquWUGERSxTCvZCAIIIICAhQU++S6oOyb6VVEd/zaRzi2dGneqVz3bZvbfIf+fvfMAb7Jc//AvO+mgg1VG2RsBmSKoLBVZoigeB+IWRBBw63Fw9O8RUcG9cIsLBw5AVOSggiCy9yx7t3S32flf7xc60ozvS5q2Sfp7z8VVSN7xvPf71ZN8ufM8MYw6JrZGUcR9jBRFgrycrVYrFixYIAkYl1xyCYQEUb9+fVxwwQVS6RkBtFevXpK0ICSS4cOHY9KkSZK0oKQJ+eTpp5/G22+/jffffz9kUURk8Pjjjz+kb64IEWPgwIEQ31gQooQQNX777TcsX75cenz06NHQ672LcIVjDsFr4cKFUiaRAQMGSBlEhKgihA5xo+Snn36CuJkuSveI59Xq4P/DLJgJVuIsLr/8cnTo0EGSUGw2m5RF5euvv5bEmClTpkhZVHy1cMyh5HzL96EoEiwx9icBEiABEiABEiCByCdAUSTyz4gRkgAJyBPIX/EFbKf2y3Zcu2Ez9m3bUmNZQ2QD9NPBrjagfue+aN6+HeINmtJeKq0eF3+gRZ6lcl8tzF/vWapk48aNQX2JyFfYGcveQcayt0ufOqcgD4kOz29LRososn7wk+ix7D8e2xSiiFYNvHe6Lm5LL4K9qCy7y+UtNR7f9hT3lDZnuSDK1STogIvTy84w1Gsi0Litncehz4SnPL58RFGkKkhH7pwURSL3bBgZCZAACZAACQgCOYUuPPODBev3u+XjQO2WAXqM6x/6F9fl5ufz0UGAooj7nCiKBHm9Chnk8ccfx6233opLL70Uq1atkmbo37+/JIosXrwY06ZNw44dO/Duu+9KgsTcuXMleUGuiewaQnh49tlnpdIp8+bNC1kUEW9gHnjgAQwdOhR33HGHV7YOIVF8+OGH+PzzzzFr1iz07NnTK9tGZecQb9yFUPPf//5X4iWElIoiSGFhIZ5//nkpi8oLL7wglaMJpgk55KOPPsIvv/wicRNZUiq2ffv24b777kOfPn1wzz33ICEhwaNLOOYIJuaSvhRFQqHGMSRAAiRAAiRAAiQQ2QQoikT2+TA6EiAB/wSchTnI+flNWUTzP/kEaapCaCrnUsiuU50d1Do9ul95C4y6sk1lm1UY8VkcHM7gI3EUHEbR7nkAyr7NOH/+fFx00UXBT3Z2xNLHenqMPT/3jNdc0SCKzFxvRodkHXKsTuzKtqFRvBr3dDVCiCLnN1Jj4tYUTGxeBL2tGLkWYHBTNURGEV+t0ObCyhNOXFrFoohDrUXW5IVo2bZ9aRgURUK+lKNyIEWRqDw2Bk0CJEACJFCLCCzeaMPLP1thl/FE2qWp8cQYIxolx9CbmVp0zuHcKkURN02KIkFeVZ999plqWhnSAAAgAElEQVSUUUSAS0lJwcqV7pSk5UWR6dOnS4+JUisia4fIKiKyjgRqInvHsmXLpAwbIhtJRkZGyKKIyOLx6quv4oMPPoC4EdGpUyefS4s1RHkbkQ3lySefRGJiYmm/cMwhRAgh1QhpRsTSuHFjn3EImeS2227D7bffjrvvvttndhN/7MTcN910E0aMGCGV6xGlbSo2UQbotddew+uvvy7JOxVvzIRjjiAvI6k7RZFQqHEMCZAACZAACZAACUQ2AYoikX0+jI4ESMA3geLtf8C852+I8ib+2l9r1uHY9k1opLPGLMa6HXqgQ88+pfvLyFZhzmoD1hwNPmOF+eAi2LI2lc7VsmVL6R6RwWCQHivKc5d6EV+oMSbUCci0OPsYVr44qrRPnMOBbgW5XmOCFUWg1iAptS5yz2QCzhCMmCCvBFF6ZslBG8wONTQqJ1QqF5L0KlzYWCeJIu2SVfj3vlRJFLEWFsOk9cwWsinTiTyb56I5FhdGtQj+fIIMHUcvfw7tLrmmdBhFkWAJRnd/iiLRfX6MngRIgARIILYJnMx14slvLNhzIvDrWZ1GhamX6TGsm/fniLFNiLvzRYCiiJsKRZEgfz+ee+45qVSKKA0jJ4oonVpKmbl5M3744Qecf/75UoYNkSEj1Iwi+/fvx/jx46W0piVCi69YzGazlGlDlKcRmUVExo2SFo451qxZg+uuu04qByO4+SpvI9bLzMyUJJGsrCx8/PHHEDdPlDS73S7tT4g5X3zxBa688kq/w4TQc9VVV0lSyYwZM2AymaS+4ZhDSay++lAUCZUcx5EACZAACZAACZBA5BKgKBK5Z8PISIAEPAmIDCIF6xbBnnkoIJoFH8xFA718CudY45vUohPO6e/OAGK2A2+t0+PzLcGlqK5Ygkal1uD4saPSnPf1SZN+JjdsjMd/XO8X354lc3BwhchO4m5GlxPn5uXA13cggxZFqvnQhCjy5hYL7OXKxjdLUGN0Kx0WZDikPb11MhUXJRahU5wZ9U0q9G9UVqL4j6NOnLF41pxXqYDRLateFDndaRRa3PVKKTGKItV88dTwchRFavgAuDwJkAAJkAAJBCAwf7UNby+Tl9l7ttTg0dEGJMcxmwgvKICiiPsqoCgS5G+DyNTx0ksvSdkp/JWeKckoonRqUWZGHESvXr3Qt29f3Hjjjfj5559DFkW+/vpr3HLLLbjrrruksi++smyUxDZz5kw88sgjmDNnDqZMmQKNxv3murJziCwegpVgIX5OnjzZLw4hrNx///1SCRmReeTqq69WhE6IJRMnTsSKFSukkj/du3f3O06Un7n22mul8jpCKmnVqpXUNxxzKArWRyeKIqGS4zgSIAESIAESIAESiFwCFEUi92wYGQmQgCeB09/OhKZcaZSKfLbu3Iutq/9Eus5Sa9Elt+mO+GYd0aKRO+PHuAUm7MkqExfkwBTt+QyO/AMe3d7+bDkuH9QB958nL4rs++1N7P/fux7jW5qLkGYx+1w6GkSRx1cXo21y2bc46xrVGNFCg+/2OSBMkfKiiF4NDGuuLi2VfKzABbOzTBQRf/shw4rp5xrljqLSz59pMxjpU98rnYeiSKWRRtUEFEWi6rgYLAmQAAmQQC0icDjLnU3kYGbgbCJ1TCo8fLkB57WuesG4FuGP6q1SFHEfH0WRIC/jpUuXSuVaevfuLQkWNptNypThq/SMkqkLCgrw/vvvS11F+RUhTdxwww0hiyIiHlFG5tlnn4WQQB566KGAYYgLYMKECRg3bhzeeOMNqfxMOObIy8uTRBVRquerr74KKH8IqeSJJ56QpJZHH31Uyvih08l/S2fTpk0YNWqUlDlFZERp3bq1370eP35c4vrPP/9IEszQoUOlvuGYQ8k5++pDUSRUchxHAiRAAiRAAiRAApFLgKJI5J4NIyMBEnATsOZl4dCvnyBVVewXyfxPPkFjVSFEtoba3kQWkDbDxqFBsgk2JzB3nR7zNuvg8Exs4ROT05yFwh3vAq6yjCzGFpejZ98haPHXVGmMv4widnM+lv/fQK95++RlQ+PyvXh5UaTI5sIPGb6Fkpo60y+GJeDxv4vQs767/I5oovTMoKZqnxlFxPN9GqrRON73hXi0yIW1Jx0Y3bLq04fntuiHxvd9Who3RZGauopqZl2KIjXDnauSAAmQAAmQgByBD363Yt7KCrUJfQy6tIsW04YZYKj6l41yIfP5CCFAUcR9EBRFgrwgT506JUkNQoAQ2T8aNmyIMWPGSMKCyFohMlsozSjidDqlsi+rV6+WMmM0btxYynBRGVEkJycHd9xxhyRDiPI4d955Z8Adfvrpp5IkIkQXIVukp6cjHHMcPHhQyuAh9vbrr7/i4osvDhjH008/LXH917/+JV2UdeoErs8rJhOlekaPHo1BgwZB7KNRo0Z+1yjPtXyGk3DMEeQlVNqdokio5DiOBEiABEiABMJIQHzOwg/BwgiUU1EU4TVAAiQQ6QQOf/YU4o2+v5zxzQdzkVYLy8woPbOUflejU8t6Uvcn/mfAz/sU3Gl2OZC/4TmPJfT1emBsnLvcTGL9RpixaIP0d6fdimPrf8DOH571GZLIANMnN1tpuBHf75MjRhwvVuPBtkWYuiWhNN4bm1nQK0n+hn91bjC3+flofP9npUtSFKlO+jW/FkWRmj8DRkACJEACJEACFQnsO+XEjK/NOJYT2OCuX0eF/1xlRPtyJQ1JkwQoirivAYoiIfwubNmyBS+//DK+//57ZGZmYuTIkRg+fDiaNGkC8cZBlFFR0jZv3iwJJ2PHjkXPnj2lISIThxA95s+fH1LpmUOHDkmCxqpVqxSNLxFFunXrhi+//BLt27dHOOZYv349hg0bBiHWiNIwQkQJ1EpEEZHpQ8RUt25dWYSvvPIKpk6dKmUHkRtTXhR56qmn8Pjjj0vzh2MO2UD9dKAoEio5jiMBEiABEiABEiCByCVAUSRyz4aRkQAJuAn8+N5L6J/imU3EYrXihwXfo7E9q1oxqVWARgWcsbiQZ3NJPw8VAvlWJ7IsgEicoVIDdfWAQaNC6zpq1NEBDYwqmLQqaWy5SiRVH7tag6y6vXDZkG7Qa9T4ersWz/9Vlh3DXwD56//r+ZRKhRvS3Te0bfpkvLJip/T3P58bCkt+pt99NLKY0cJcVPX7lFlhQ64Wpy3KS/CUTHdpAyt+O63HkPryNeTDscl5R+TPRsk6DfQu9OnVE00eoCiihFcs9qEoEounyj2RAAmQAAlEO4FXf7Hgu7V22W1c2VuHyZfoZfuxQ+0iQFHEfd4URUK47l0ul5Q95JtvvpGyWvz1119SNpDOnTujVatWUmYMkd1CFSBH6+nTpyXZRIgZIouGKF8jWlFREaZNm4a5c+cqEj0qhr9r1y5pPlFSZd68eVJ2kkDNlygSjjlWrlyJCy64QFq6qkSRYOQSf6JIOOYI4RKShlAUCZUcx5EACZAACZAACZBA5BKgKBK5Z8PISIAEyggc3J+BxA1fwuV0YuFPvyI1Z3+V4RHlWnblOrHwiAOHCpxS+ZZALdEUV/p0obkYTj9lVvzNcVMbLbqkqpGsU0FBdZiQ953b9EIMu7AT8qxqPPybEeuP+xcnXLYCFO54By57WSmYG5q5l9YkpOKSf8+B/u9ZsBXl+I2nvs2KNkUFIccbSQNFyZhvDjjw8jb5rCFCJprZS4/h6RqYgigpvz5Hiylby7KUVHb/MwY1wxWzvy+dhhlFKks0usZTFImu82K0JEACJEACsU9g5zEHnvzGgsz8wK/405JVeOpqI1o3CF5yjn2KtXuHFEXc509RpBK/B4WFhfjiiy/wySef4Pjx41I2kdatW2Pw4MG47LLLMGTIECQlJXmtUFxcjA8//FDKtjF58mSP7BniOVG6RpSNUSJ6VJw8HJJHOOagKCJ/YVEUkWfEHiRAAiRAAiRAAiQQbQQoikTbiTFeEqi9BNa9Oh1rly5CY62lSiCcNruw6YwT3x60y8oh5QMoL4qYbVbY7PLfEvS1gSZxKoxqpkG3VA20VVRmLj+pHS4bORgOJ9Dv/fiAHG2n18F8+OfSPiWiiL5OKkY8+B+Y/5gZcPy5BbkwORxVclbVOenBAheG/myBLchUMHUNKvw+wqhYFqEoUp2nGvtrURSJ/TPmDkmABEiABKKHgNXuwuzFVvy6Vf59wrXn63DHIGYTiZ7Trb5IKYq4WVMUqeQ1J4QIkV1Eo9Fg4cKF0p+CggKIUi533XWXlNEjIaHsGwxOpxPLli2TMpFMnDgRnTp18oiAooh8GZkSYOHIBhKOOUK9hCiKhEqO40iABEiABEiABEggcglQFIncs2FkJEACngQOHTyA7ycORIu4yufdyLGpsDEb+PGIGgUWM8S9j1BbeVFEzFNoKcvCEcycapUa8UYjHE4HzFarlJnk9vZatEpQo74xfOaIWqtDfLfL0LVDEyzbr8WTyw2w+vE5nMWnULjjXWkbJaKIMSkVAx+aDfXvj8Pl8s/t/NwzwWw/4voeyHdiyJLwSElbx5hkhRHhobywryw7TWWANNA7MOqi3mh23yel0zCjSGWIRt9YiiLRd2aMmARIgARIIHYJrN3vwDPfWZBXHPh9TNNUdzaR5vWYTSR2r4bQd0ZRxM2Ookjo15A0UogiovXr108qQTNz5kyo1Wr8/vvvSEtLw0svvYRLL71Ueky0jIwMqeTM0KFDpawjJY+XhFFZUUS8cbn22muxYcMGRRlJSkrP9OrVS8qOIjKihGMOwWLQoEGwWq1BlZ4ZNWoUPvroI6SkpMiezDPPPIPHHntMYin2UbduXb9jypeeEWf00EMPSX3DMYdsoH46UBQJlRzHkQAJkAAJkAAJkEDkEqAoErlnw8hIgAS8Ccx7+1WoF72ARF3l6MzYrEae3S1f2B0OFFtDEwJK5I7y0eQXF4UUXJzBCM3ZezFCFimylMV0d0cdOiSpYQyilIlcEH1vmAANVNhwUouJPxr8ds9f/1/puRJRxFAnBQMefhmmdXNgzT/lc1yi3Y5zCvPkQojY5/8+7cSdK60osFVeShKbPDdVjfcuNCC5Gr8cmtPiAjShKBKx11hVB0ZRpKoJc34SIAESIAESUEagwOzCzB8tWLVHPtPezRfpcOMF1fiCUdkW2CtCCFAUcR8ERZFKXpAlokj//v0hSrYsWLBAEkNef/11SdQQ0sacOXOQmpqK3NxcSRyZP38+hg0bhsTERK/VbTYblixZAnGDecyYMejatWtpn1tuuQXNmp0tYusn7qNHj0pZTISooqR0TYkoMmLECLz//vto0KABwjHH5s2bMXr0aBw4cCAoUeTOO++UGJlMJtmTeeutt6SsLcGKIuW5hGMO2UD9dKAoEio5jiMBEiABEiABEiCByCVAUSRyz4aRkQAJeBNwuVy479phGGTfERKeQ4VOLD7swPZ8HbSaMutCiCJCGAm26bRaGHWeN3NDFUXKZyaxOexSVpHyrZ5BjWHpalzUMDy2SL0OPdGmex9o1C7M3t8F3/15EBYfqUUKt74KpzW/VBRx6oy47D/vIHHbOyg6vd8nsvaF+Ui124LFGRH9fzvmwJRVVlhCTzLjcx+tElX4dIABDUzhyw4TCBhFkYi4nGosCIoiNYaeC5MACZAACZCAB4HlO+x4fqEFZpmXxi3qq/HU1QY0SWE2EV5CvglQFHFzoShSyd+QiqLI4sWLMW3aNEn0mDRpEo4fP45FixZJwofIJjJ+/Hj8888/UqaNYNuKFSsghJRAraioCFOmTJGkj1dffRWTJ08O2P+1116T+ouYRaYNg8GAcMwh9n3rrbdK0osoxyNEFH/Nbrfj0UcfxfPPP4/Zs2dj6tSpXplWfI397bffcM0116Bjx474/PPPkZ6e7neNw4cP47rrrsPevXulsj99+vSR+oZjjmDPsaQ/RZFQyXEcCZAACZAACZAACUQuAYoikXs2jIwESMA/gVlD0tExWdlN1KNFLnx9wI6t2WWf/Bt0Oui1nmlJQhE84o0mqFWeH/yHMo9Bp4deqy3dsMVmgzWAaGHQqvFCL11YMowYUxqi5/AroUmsi0veUyE7r9gLfPG++fhX0l7p8SIHsMnYCi/c2A5FR7Z49W1TXID6IdxDioTr/UihCwMWe5YOUqlUZ89Yhfbt26FDxw5o2aoVdHpPQSgnJwd7du/Bpo0bkZmZ6Xc7e64W10zV7zan1YVoMv3j0oVYeqbqmUfSChRFIuk0GAsJkAAJkEBtJXCm0IWnvrVgy2F5IX3iED3GnlfJtIm1FXQt2TdFEfdBUxSp5AXvSxSZPn06LBYLHn74YSk7RongId7Yiowjp0+f9iuKiIwiP//8sySaXHnllR4ZRYR4IZdRRNTvFVky7r77bkm+eOqpp6Ap962e8tsVgsa///1vvPHGG9KFILKfiDfs4ZhD7P/xxx+X5I+3334bIlOIvyaEiQkTJuCPP/7AZ599hosuukjRqRw8eBDjxo3DiRMn8O2336JLly5+x23atAmXX345zj33XGmvDRs2lPqGYw5FwfroRFEkVHIcRwIkQAIkQAIkQAKRS4CiSOSeDSMjARLwT2DSrePR99RypBgCf+Kea3XhwbVWOCtUEBGSiJBFyrdCczGcruBKjZTPAlIyV7CiiCjxG6c3SPc3SprZZoXNbg94CSTpgKmddUiPVybMBJqs+zUTEKdTYWf6Vbh5xhJUxOCy5mJ03uvSFEIUWXAUuGtkZ/RPy/GY1uByonteDqrBgwjbr8eRIuC0BThYALy23Y7jxSrpLMRxiNJCJefSqHEjjPnXNbLriqw3b73xppSl11d7sKsOE9qXSUGyE4bYgaJIiOBiZBhFkRg5SG6DBEiABEggqgks3GDHyz9b4JTJVNemoTubSMOkyr+uj2pgDD4gAYoibjwURSr5i+JPFBHTPv3005g1axaWLl2K8847T9FKxcXFEKKJkCuUlI7xNen69etx/fXXS1kzRAkcXyVuxLi8vDxJ4BClZj7++GO0bNmydLpwzCEyidx+++3SnxkzZkBb7ts85eM+cuSIlO1DSDAiC4oo06Okmc1mPPPMM3j55Zfx1VdfSSVo/DWR1UWsIbKmiD2XxBKOOZTE6qsPRZFQyXEcCZAACZAACZAACUQuAYoikXs2jIwESCAwge+//x7qj+/x2Skj34lnN/vP7yzKzpj0Bq+xwZSg8ZWVREwolw2k4qK+ZJMiixkOuTvK5SYa30aLQY20sFc0YoK4iDR6I/qOvRmq5Ebo80Kex8g26SnotOEB6bESUUT8fd7tTTz6nZd3BurgXBsp5i3ZLhTZXci3AWJ4nBZIM6nQLEENk59KO2YHsCMPyLMCeTYgI1+F02bgSLELeTYVMvKD2PzZrkIUEl9GErKHiMPpckr3Y6beOz3oycQ8s2Y+53PcgDQN3r/QMyPJhlwtJm9JCHodfwNmDGmJK174tvRpZhQJG9qomIiiSFQcE4MkARIgARKIYQInclx48lsz9p4IbIkIwXrqZXqM6sFsIjF8OYRlaxRF3BgpigR5OW3duhVr167FqFGjULduXQTKKPLQQw9JmUGE8NG8eXNFK4VDFCksLJQyeXz33Xf49NNP0blzZ59ri72ILCU33nijlNFDXy7NZzjmEBlU7r//fpw8eRLvvfceGjdu7DOOX3/9Vcq+8sgjj2DMmDGKys6UTLRmzRrccsstUjYUMYeuwjeYRD+RpeXZZ5+FWEfE0a5dO484wjGHosOt0ImiSCjUOIYESIAESIAESIAEIpsARZHIPh9GRwIkEJjAjAFN0bOep0nwzQE7fjnm8MoiUn4mkcUj3mD0mlwIAgVm79IrvqIQookQTio2IXgI0UNJE9kqEowmr66hZDcRGUZe7GOQBIdQW7cxtyHBpMOwr+riTK57D2OGtMKALgb89tiN0r/LiyKPDK+Hzo3LhJvzc88oWnpdphOrTzvx3UE7Dhe6YPNz/1zcOG9dR4MUoxp1jWrYXZrS7B+OIDZqUAOJeqB1AlDfADSNB+roXKhvBFolqKS/9/3R+9zF+Yy+YjQ6dOyoaF8VOy1etAibN232OXbfWM9zX5+jxZSt4RNFnhzSEldSFAnp3GJhEEWRWDhF7oEESIAESCCaCXz+lw3vLrfKbqFjYzX+c7URdROiKSef7LbYoQoIUBRxQ6UoEuTF9cknn0glVR577DFJsBDSiGj9+/fHrl27sHjxYkydOlUqNyOyVwjxYfz48R4SRqAllYgiRUVFWLZsGXbu3ClJDwMHDkSdOnU8pt2yZQvuueceSWgRZWgMBs9v9ojSMCLbyN9//43nnnsOLVq08AqrsnOIG0IiTpFNRMRwzTXXeEkgQpZ44oknpG+YiJ9CvinfxF5FRhax1wsvvFDKzCJuQJU0weu1116TyvWInx06dPDahxj7wAMPYOzYsVJWkYoySTjmCPIykrpTFAmFGseQAAmQAAmQAAmQQGQToCgS2efD6EiABAIT+OWXX/DoXTfhiXP1WHbcga/226FUIPCVyUOspkTS0Kg1iKtw36J8pIUWs3TfIFBTq1SI9yGJSO+/i4tCPvpGJhWe6uGZrSKYyXRxiehz5Q3Qte+PVScsUnYN0X55dLz0s7woIv59VY9EXNmjDtKsZrT0E/fmbCfG/W5FoS0IuyNA0J1SNLisqQbXtNCgrkGUiAlmh959P93nwBPrvW/kP/TIwx4lgcqPFF/yyT6TDa1Wg+SUFL9fIjpz5gzeeettr0VXjTSigaks8EyrGqPXeN4rC3VX8RoXXr2iM3o89mnpFMwoEirN6BxHUSQ6z41RkwAJkAAJxAaBg5lOzPjGgkNZgd8P6DTAfcMNuKRL1ZcljA2ytXsXFEXc509RJMjfg9WrV2PatGnSG3vxU5QuESVbBgwYAPGm4aOPPkKPHj0kUURIDxMnTkT9+vUVr6JEFBHiw7hx40pFEZEV5KabbvIoMWO1WiHSxoqbPIMHD5bKsqSkpEhxi0wfQuAQksvIkSNx0UUX+XwDHo45CgoKIOSajRs34qqrrsL5558vxelwOCBKzixZsgR79+6V9tO1a1evGwZCZJk0aRJ27NghZQ0RpXzq1avnwfPAgQOYPXs24uPjpZI7QhYRMog4G8FKZFYR2VLuuOMOv2cRjjkUH/LZjhRFgiXG/iRAAiRAAiRAAiQQ+QQoikTIGYnPTiv5QWeE7IRhkEC1ERBfKBFfMpkyZQq2/PINdubKFP+uEJnI5CEyRlRsSjKC6LVaGHT+ZQwl5WfiDEZoyn2xpHwclRFFxJ7uP0eLDnXUCI5IWQR9rpsEndqJzLTu2F/k/vKLP1FEqwY+urUxuufnwuBDjrljhVWSeKqiPX6uDte31kJfyXLuY5dZsN7HjfyHH33EZ9inTp7CN198WSoDmUwmXH/zeBiN3llqxAQz//us1zyPnavDLW09PxTIt4fn/wiMahcK2g5E02kflK5LUaQqrsDInZOiSOSeDSMjARIgARKIfQJzl1nxxWr/ZTBLCHRvocHjVxiQFBee14CxT7Z275CiiPv8KYoE+Xsg5AlRwkRIGELqyMnJQWpqKlq1aiW9od2/fz969eolSRmXXHIJ0tLSglpBiSgiMpeIGzfiTcrBgwclUeXDDz+UhI/yTcwlYhX9ExISkJubK920EfGKTB1CaBHihqgP66+FYw7B6Mcff0RWVpYkbAhRRcgiIiZR4kaILF26dPF5Q0kIN6IsjuB6ww03SCVkKooiQn4RsskPP/wAcTNBnFFeXp4k6oi9iedFZpcGDRr43Wc45gjqoJlRJFhc7E8CJEACJEACJEACUUGAokhUHBODJAESqEAgY98+TLtnKt6a+470Xr1iyVYlwEQ2D5HVw1crtlpgd3jKDULqEJlExH0Kncb9019zwQWHwwmHU5TAcUHIJyWZOUrG+MtoIp4PVRQR+zEZjBDxD2+ixuhm3qVxFLFp2BxdLh4OjUaLf+K7SkNKRBEbVJh/yDMzyJKb6qFtUaHH1HvyXJixwYrVp0LVVZRECqTHq/BoNx0ubRLaXvNtLvT83uyViSY9PR033DjOK4j1/6zF6pV/eZ1nXFwchl0+EmmNGnmNmTXzOa8MMwPSNHj/wtAzv8jRyW5NUUSOUSw/T1Eklk+XeyMBEiABEohkAntPOPHkNxackJHYTXrgoVEGXNie2UQi+TwjKTaKIu7ToCgSwlUphBAhaIgsGX/88YckizRr1kx6kyoEjHvvvReNGjXymyYz0JIi1abIsiGyfYgMHCLLRsUm5I0NGzZI2TKWL18uCRKivIvIcFKxiZhEtgyRmSMjIwMajUbKuNGzZ080bdo04I2YkrnCMYfYl3hTJfYl4khKSkKnTp2kOIT44e+GkBA+BA8xZsiQIVL/8qVnyu9XZOgQZyLYCCmlSZMm6NatmyShiBsMSlo45lCyjujDjCJKSbEfCZAACZAACZAACUQPAYoi0XNWjJQESKCMQNuWrUr/Id4/XzLsMsybNy8oRCa9AVpNaHJBUAuF0DkUUUTsReyppAnRxaiyYGYvPdQhpixK69Yf9ZrVx759K/HTz0ekqY1GDU7HxeGHjfmla+0bayr9uygzc88qKw4XhqfMjFJ8Rg3wRHcd/tUyuJvtr223Yc42u9cyEyfdheTkZI/H33jplVJBpH5aGhLqJEkZaHPOZCEvO1vqW69+ffxr3PUe49b8/TeW/bbMa42llxnRMrFqvkF6ps1gpE99r3RNZhRReiXFRj+KIrFxjtwFCZAACZBAdBFwuoCXf7Ji4Ub5bCL92mrw8OUGxBuq5rVgdJFjtEoIUBRxU6IoouRqCdBn5cqV0rP9+/eXMncsXrwY06dPr+SsyoaLb89s375dKjszduxYPPTQQ8oGsldEEKAoEhHHwCBIgARIgARIgARIIKwEKIqEFScnIwESqCYC5UURseSjjz2Gt+e+I33xRD/kz9sAACAASURBVGkz6vTQBchYqnSequgXrCjiqxROkcUsZTLRqIHne+mRqAvtJnT/Gybi6NFN+PCT5dJWhSjSv39DPPz1KZzKdwsWJaLI5xl2/GeDDbaqTSISEPnGK4xB7fX+NTYsOOgpioisuxPumui1zutzXpYeU6nUaN2xo8fze7dvK/333dOnejx36uRJvP/e+17zvdVfj0saV42sRFGkKn4zo2dOiiLRc1aMlARIgARIIHYIbD3sxH++NeOMjDCdaFThsSsM6NWqal4Hxg5R7qQ8AYoibhoURSr5e1GToogIXZRcGT9+PO677z4pAwlb9BCgKBI9Z8VISYAESIAESIAESEApAYoiSkmxHwmQQCQReP/d9/DsM894hdS0WTp27NolG6rIEmrS66VSMpHYCszFXqVNfMUp1I8Ek3dGUrPNCpvdU3647xwdOiapEWyeD0NSPXQbdhVmPf+KFIIQRQZd5C5bPO7do3iznx4XNFRj0iob/jzhWa6nptjWN6qwepRR0fJXL7NgQ5an2SIyvY4YNdJjvMiW+/5b70iPNW3VCkZjWRYV8VjWqZPIzsyUnq8oiojHXnz+BYjsteXbw121uKO9TnpoR4EGt29MVBSzkk7PXtYWw56dX9qVGUWUUIudPhRFYucsuRMSIAESIIHoIGCxAc8vsuB/270z1VXcweBOWjwwUg+9NjSROzqIMMpwE6Ao4iZKUaSSV1ZNiiLiTfWHH34olb+ZNWsWRL1XtughQFEkes6KkZIACZAACZAACZCAUgIURZSSYj8SIIFIIiDKvl5wfj8UFxV5hSUnWWjUaqlEi7+SsoH26XA64HS5pEwdImuq+GPQ6qFWA04nIAQNMb+o9KKCSvq7KEerVgV/E9jmsMNstfoNR8Qfpzf4LHdbUFzkUwiZ1lmHzsnqoI8yte25+HbZ39K48qLIf787je8HanDlb2ZszQ5WQQk6jKAGzB9kQM968nu9YqkFW7I9RZGu3bpi+IgRHusVFBTgo7nuUi7NW7eBzlBW5kc8dub0aZw5fUp63pco8tLsOTCbzR5z3t9Fh7s6uEvlrM/RYsrWhKD2GKjzkxe3xpXPf13ahaJI2NBGxUQURaLimBgkCZAACZBADBFYs8+B/35vQb458GvilHgVZowx4Jz0yBTWY+hIYm4rFEXcR0pRpJKXdk2JIidOnMCSJUuwYcMGjB49GgMHDvR5M6OS2+PwKiRAUaQK4XJqEiABEiABEiABEqghAhRFagg8lyWBKibwv3sGw1aYi0vfW1fFK9Xc9Ht278HwoUN9BiBuzwpZoqSpVWoYdDpoNfI3ZIUIYnfYYamQ/cHfThOMJkk6EeMKzcWKgAiBRJS+ERKJklZoMcMpTJSzTWRCiasgKpSfJ1Dpmge7aNG2jjyHinEtP2yRHkpu2Bj//u5vLFv0Hc796X7cvcqO30PMJCK4GU0mpKSkQqfTQS0yvKiEdONEYUEBzOZiFOTnK0Hks08DkwpCGEmP9y/q3PWXFb8c9cyE0qhRI9x0y81ec5aUnjEYjUhv1drj+UClZ/Jyc/HG6294zTe7jx6jm7vPYmu+FhM2hU8Ueeaydhjx7Jela1IUCfkyisqBFEWi8tgYNAmQAAmQQJQSKDAD//3BjL/3ymfXG36uFtMvE7J3lG6WYdcYAYoibvQURSp5CR46dEiaoVmzZsjMzIR449CvX79Kzup/uMPhgJBTRJ3g7OxsdO7cGRdddBH0en2VrcmJq4YARZGq4cpZSYAESIAESIAESKAmCVAUqUn6XJsEqobAybW/Yc2zt0qTj/hiD9S62H3/3bZlK78QRTYOkZXDqNdDq9bIZhAR9y9sTodXyRa5UwpFFCmZ010Cx+DOQiLTrDYbrA671FeM8dfsTgeKLW6pw197pqceDYzBZTkpL4o8/uN6aepJ5zXBtwflb4hXjEMIMskpqWjSNB1arTujhr9WUJCP3JwcZJ/J8irdIsdMPN8yUY2ll/nnNXOzHXN3eZaEEdLKPdOmSvJK+VYiikjztu8AzVnxyFxUhCMH9ktd9QY97ph0l8e4XTt3YcG333qF++0QA7qlus9eyE1vHfAsZ6Nkf776pOqcGDzgQrSYOrf0aYoiodKMznEURaLz3Bg1CZAACZBAdBJYvsOB5xdaYLYFzibSKFmFJ640ol0j+df+0UmCUVclAYoibroURaryKquCucWNlj///FNKr9mzZ0/Uq1dP9uZMFYTBKcNAgKJIGCByChIgARIgARIgARKIMAIURSLsQBgOCVSGgMuFvd+9hZ2fzoLL5c4+0XTgVeg+ZXZlZo3osYFEERG43eGQzSIiyscIoURpBpGKQCojipTMJUrTmAxG2RI1Ila5kjlFFrNUGkeuze3vX57wNbZEFEmq1wBPLN4MV1EuGrVqL7eM1/N6gwEdO3V2Zw8Joom97929E6IETLBt31j/Asb8/Q48sta7xM9VV1+Ftu3aeSy14KtvcOzIEekxlVqNuPh4OESJoKKyTDIXDh6Irt26eYxb+MOP2Lp1q8djQtNZP9qIOvrghB2le89qezGa3UNRRCmvWOtHUSTWTpT7IQESIAESiFQC2YUuPLXAgs2H5OXpG/vrcPOA2JX4I/WMYiUuiiLuk6QoEitXNPcRdQQoikTdkTFgEiABEiABEiABEpAlQFFEFhE7kEBUECg8loFlUwaVxqqJB5xmwOUA1BotRszfFxX7CDbI1199FS/NnhPsMEkMsdntioQKucnDIYpUXENkQdFpAmfa8BWXxWaF1W6XC1l6Ps0IzOxtgE3eKZH6l4gidRITMH3mHIwcPwm7sz0zcQRauGu37tDIZA9RFDiAUydP4tjRwxDyiJJmUAMLLzWiVaJvKaP/QjNOFHvOJTKd3P/gA17T22w2rPxjBbZt3uzx3OBLLkHHczr5DGfmf5/1evyWtlo8dq5nxhIle1HaJ6vdJWg25Z3S7swoopRcbPSjKBIb58hdkAAJkAAJRD6BRRvteHmJBQ6Z19StG6jxxBgDmp7NJhf5O2OEkUaAooj7RCiKRNqVyXhqDQGKIrXmqLlREiABEiABEiCBWkSAokgtOmxuNWYJnFy3DBteuge2onxpj2qTC0lDXIADyP7Jnda4f4emMOqDFw8UQyvKVdw1LB1dLriK85BtBS5bqoJFoewg1hZZRoqtgUuzBBNjVYgi0jmq1Yg3GIMJBfnFRUH1711PhUkd9LAr8C1KRJF4gxaJnXrjxe9XKVpLZA5Jb94cqal1vfqL7CJ166agWdN0mOJN0Gm10r5FmZ0zWVnIzs5DSQnlioPN5mLs2OaZpSNQQH3qq/H5QN9ZVP5vow0f7PEWbB5+9BG/U27euBFZpzOh1enRqEkjtGnb1mdfu92OF2Y97/XcV4MN6FG36tKOn2l3CdIpiii6RmOxE0WRWDxV7okESIAESCDSCBzNduH/Fpix+0TgNyMaNTDlUj1G9ag6STjS2DCe8BOgKOJmSlEk/NcWZyQBRQQoiijCxE4kQAIkQAIkQAIkEFUEKIpE1XExWBLwIGAvLsSGV6fjxN8/ezye2M8Jbar7odylaimziGhpJhU6pVRNmYuaPJrN2cD4lYH35XS5JPlAZBIJd6sqUaR8nCVryMUerChSMp+SMjQlosiqLCCjUC4S9/N6vQGdu3T16nzhBf0QFx+nbJKzvYRw8b/lf8LpKEvrLTKK7M/Yi9ycHEVzbRtjgtFPxZvWX5WVjymZLDExEeNvvgniZyht965dWPDtAp+ZTwKVwwllrYpjzrS7FOlT3i59mBlFwkE1euagKBI9Z8VISYAESIAEopfAh3/Y8MkK7xKGFXd0bnM1/n2FEanxsfdeLHpPL/oipyjiPjOKItF37TLiGCFAUSRGDpLbIAESIAESIAESIIFyBCiK8HIggeglsHzqxcg/ssdrA8bWLpg6ulNEZC/0zFjQLkmFpjF4g/Lchf5vujoddhTZbIrLlAR7RVSHKKJSqWDQ6QKWo3E4nSiynLWCgtzEhxfKl6ApEUU+OwQoSEACUbqlXYeOMJTLimI0CHGkE+rV9c4uoiTkoqIibN26A9nZ2aXdhSyyb+8e5OfJZ7WZ0V2HG9v4zqzjSxQRizRu0gTjbxqvJDyvPrNfeBFWq/eHBw1NKvw1MrhsMcEGkNV+KJpNfqt0GEWRYAlGd3+KItF9foyeBEiABEgg8gnsPu7EUwssOJ4TOJtIolGFB0fp0a9tFWZ3jHxcjDAMBCiKuCFSFAnDxcQpSCAUAhRFQqHGMSRAAiRAAiRAAiQQ2QQoikT2+TA6EvAi4HJh73dvYeens+ByKa+3YtSo0CVFhUR9GJhqdFAZgssGEYZVgbgkr2kO5Npw16+ZOFbgnSnkspZxeOz8FMTr1Ljhh0P4+5h3xohwxFUdokj5OOMMRmjUvkuWFJqLIbKnhNLu6axHl2T/wo0QRYocwIKjymbv3rO3R8dLLx0CIbyEox0+fBQ7duz0kH82bVgHp1P+d2JmLz3GtvROK3Kk0IXhv1pQaPPmZzKZcPEll6DzOZ0Vhb9s6TL8888an3JS/4YafHSRHuEh4T8ciiKKjipmO1EUidmj5cZIgARIgAQigECxFXhpiQVLt8pnKxzSWYt7h+th1FX1q78IAMMQqpQARRE3XooiVXqZcXIS8E+AogivDhIgARIgARIgARKIPQIURWLvTLmj2Caw9vmJOL76p6A3een762FICi2LQ9CLBTng9+XLMefF2bj2+utw7XXXBTW6b6/eyMrK8hqj1+uxbdfO0scPHTqEQYMGobBQYc2UIKKoblFEBRX0Oi30Wu8a5yK7hsgqEqwsUiKfzO5RVtalIgIhimzOBbbIJ+5AUnIKWrVuUzpFgwb10b17tyCoync9cuQotm3bUdox8/QpHD50UHZgj7pqfDXY4LPf4iMOTFnlP3342H9dg5YtW0LtR9SxWCzYsXUblvzsWQ6q/GIik4jIKFLVjaJIVROO7PkpikT2+TA6EiABEiCB6CawYpcDzy+yoMAcWNBOS1LhsSsN6NjYT+3D6MbA6KuZAEURN3CKItV84XE5EighQFGE1wIJkAAJkAAJkAAJxB4BiiKxd6bcUewSKDxxAMvuHhD0Bptfcj26Tnw26HHVMSAzMxOjhg2H+Cna+Jtvxq233YomTZvKLr91y1ZcefnlXv3S0tLw2ptvoNu553o898EHH+CRRx6RnTfYDtUtipTEV7JuxXiFLFJgls+eolapoNPqoNNqS7NbPN3NgXg/97GFKPLjcSDPFpiQkCg6dj4Her1bxkhOSULvXj39yhXB8i7f/+efl5b+U+x7z66dKCwskJ1y31iT3z7+StCUDBDZRVq3aYPefXojLi4OLqcT+Xn5WLfmHxw+fBiFxUV+RR29Gthxlf+1ZQMPogNFkSBgxWBXiiIxeKjcEgmQAAmQQEQQyMx34envLNh62L9gXRLo9f10uG1gOFI6RsTWGUQNE6Ao4j4AiiI1fCFy+dpLgKJI7T177pwESIAESIAESCB2CVAUid2z5c5iiIDLhYVjWwVVakbs3lSvMS5+e1VEg1i7di1uHncjRCaGik1kbrj6mrG4c+JEr+d69+iJnOxsr8fP69sX8z7/zO+e27dvj9xcBSkxgqBWU6KICFGUchHrV2z+MouI/nEGA9Qq36Vr4DDj1fN0sPmo4PLiZgt25gcGo9Fo0OmcrtBqy2qwDx16cRA0g+tqNluwYsVfcDjKbtRvWPeP7CSBRBGHC3hivQ1fZMinEhd5QRJM7jJM+cVFftcVgsiL5+kxvGn1fZs0q/1laDb5zdKYJk+bKsvFX4d69ephxmOPhzyeA6ufAEWR6mfOFUmABEiABGoHgW/+seONX73fu1TcfeuGajx+pQHpqX5ed9cOXNxlGAlQFHHDpCgSxouKU5FAMAQoigRDi31JgARIgARIgARIIDoIUBSJjnNilLWXgN1ciI2v3Y/jqxYHBaFup/PQ8/43I7bcTPnNLF60CFMnT/G7P1GORmQaaduurdTn0MFDGDJwoFf/YcOH44U5syHKzvhrn332Ge69996gWMp1rklRRMRm1OmlrCAVW8XMIgbRT6OR5BJ/TcgOt7bT4fz63je0H/zHgmz/VVmkKRumNULjJmXZYFJTUtC7T085hJV6PiPjAPbs2Vs6hxJRZOVII9IClH8RScTf3GHHi1v9p08pL93Y7HaYbf7hfDlIj171qk8SETCyOgxDs7vfKOVCUaRSl1nUDaYoEnVHxoBJgARIgASigMCBTCeeXmDBgdM+rOpy8eu1wORL9BjR3btUZBRskyFGKAGKIu6DoSgSoRcow4p9AhRFYv+MuUMSIAESIAESIIHaR4CiSO07c+44Sgi4nDi55D2seff/ggpYrTOg64RnkD5obFDjarrzvx9+BPO//FI2DIPB4DP7SMnAOyZMwIMPPxRwnpMnT6Jbt26yayntUNOiSOLZjBYiq4bI6BFKs9rtsJQTHd7tb0DFiut3rJT/5mT3nr1Ll09KSkLfvmX/DiUupWP27s3Avn0ZUvcTx4/h+LGjAYde01KDZ3vJpwE3O4B3dtnx8jZPYUSjViPOYJTWCJRJ5J3+egypoZr0mR2Ho/mk10s5UBRRejXFRj+KIrFxjtwFCZAACZBA5BBwuoC3frPimzUydRgB9G6lwcOXG5Ac51/QjpydMZJoIUBRxH1SFEWi5YplnDFHgKJIzB0pN0QCJEACJEACJEACoCjCi4AEIo+AddEc7Fv8EfadyPb6sD5QtMa6jdD7wbeR3CZ8EkR10XHYHbjjttvw5x9/BL3keef3xd+rVpeO27PfLQwEamlpaXJdFD9fk6KIQaeDXlv5bypWlB3ePN8AbYWkIsGKIp07d0DTpmXZRQIBtZjN2LtnD44fOQa7w4569Rug13nKJRNzcTF+/2OltERxcRF2bt8W8PzOSVHh+4vdooeS9sp2O77MsONEsQs6jRbGs1lriixmOJze3yjtUVeN8W20GNUsNHFHSUxyfTI7jkDzSa+VdqMoIkcstp6nKBJb58ndkAAJkAAJ1DyBLUec+L8FZmTmV9SpPWNLTVDhkVEG9GhZc68Da54WI6gKAhRF3FQpilTF1cU5SUABAYoiCiCxCwmQAAmQAAmQAAlEGQGKIlF2YAw3pgnYfn0L9r+/xtade6UPpKWmAowtXFDHAeY9KjgDlP649L11MCTXi1pGhYWFOPecLkHFP3jIELz0yivo2rlz6TglWUVuv/12LFy4MKi1/HWuKVGkoiTicDrgcgHaILOKOF1OFJrNHtvrUU+NSR100nwlLVhRZPDgAdDplEks777xllemmM7nnIP+Ay9SPMfPPy8tjXXL5o2w2/x/2zNep8KmK4zi10txE98ive0vBzZmayWBq6IkkqBTQQgi/RqocUd771JAihcKU0eKImECGaXTUBSJ0oNj2CRAAiRAAhFJILfIhRcXW7Fyt102vpHdtbhnqAEa70qOsmPZgQQCEaAo4qZDUYS/JyRQQwQoitQQeC5LAiQQOwTEHeVg7kbHzs65ExIggQgmQFEkgg+HocU0AVdxHhxblsK+YREcW5dJey20ubAuywV7uQQFiRc4oU0uQ5G90PuOY/cps9F04FUxwUt8uHnt1WMh3n/KtXbt2mHRz0ukblarFZPvmoT/LXOzFE0us8iSJUtw8803yy0j+3xNiCLlJREhiBRZysrCiJebCWfL0QQK3uVyochqgdNHRgwxrntdNe4WssjZSeREEVNcHDp0LBN2hg69WJbdnp278MtP7jMUzRhngkajRVFBAUR8ot09farsPKJDeVHk2NEjOHnieMBx7U1OJGhc0KpUaJqgwsXNdGhRR412yd7f/rQ6gcc2qPDLceC8esDsXi7E17wLEnB/FEUUXTYx24miSMweLTdGAiRAAiRQAwQWbbTj9V+tsNgCZxNplKzCk2OMaJtGS6QGjinml6Qo4j5iiiIxf6lzg5FKgKJIpJ4M4yIBEiABEiABEiCB0AlQFAmdHUeSQEgEbBY4dq2A+YMpgLXYYwrhh2zMciHHUnYDMr6HC/rG7n+77EDOEs+bjsbUNFwy9++QQonUQb8vX44Jt98Bh8PhN8Sk5GR898P3aJqeXtqnoiyiJLNIOErQVLcoUjGTSMWyMQJISUyBzljIJUIyCdQ+HFQH204W4liBE58eCnxjPCU1FS1ati6dToko8tHc91BQUAC1Wo2GTZogPrGONN5mteDg3r3S3/817nrUq19f9nItL4qcycrCwQOBSxC1NjqRrPXeU7sUNTqmaNEhRY2eDdw2yC0rVdiQDVyeDjzRVcglsuHUeAeKIjV+BDUaAEWRGsXPxUmABEiABGKIwIHTTvz3Bwv2nfQuN1hxmzf00+HWgfoY2j23EkkEKIq4T4OiSCRdlYylVhGgKFKrjpubJQESIAESIAESqCUEKIrUkoPmNmuUgPPwFpjfvBWu/ExFcfx+3AlH+c+vVYBKDbgqfKY/4su9UGuVlfZQtHCEdWrbspXfiAJlC7nzttsVZxZZvnw5rrvuutLsFaEgqE5RJFAmkYqxVxRKyj9vtdtgCVCapa3JiTqasovQ4gS2FgWus57WqDEaNW5SuowSUeT1OS9L/Vt37ASVytO+OHn0KPJzc9AkPR1XXD1G9mh++2057HZ3OvCCgnzs2bUz4JhmBhfq6wLf8DdDg6MOE8SvXp8kG57trUFdY3R8QzSz00g0v+vVUgaTpynLzOILWr169TDjscdlz4AdIocARZHIOQtGQgIkQAIkEL0ELHbg7aVWfL/ef0nDkt21qKfGjKsMSK8bHa8Vo/dUam/kFEXcZ09RpPb+DnDnNUyAokgNHwCXJwESIAESIAESIIEqIEBRpAqgckoSOEvAuvglONZ+B+fpg0ExOVHswvZs/9kb1CqgQ5uWaD1zeVDzRlvne6dNw4/f/+AVdq9evfD5V/P9bifYzCLTp0/H559/HjKe6hJFlGQSKb8JIV6I2Co2m8MOs9UacL8VRRGzU4VtRYFvegtJRMgiJS0YUaRNp7KSNSXjz5w+hTOnT0NICv+68QbZ8/l9+Z8wny3BU1xUhJ07tgUc01TvREN94Cwpex2JECpJE3UR4lVuU6tpghrnN9JibJvI+bbooUIXvtjnlmRKWlG9NkjqXlb+59fflsoy9NfBZIrDBf36QavVonnz5pJcxRbZBCiKRPb5MDoSIAESIIHoILBqjwMvLrIguyjwa0axm0kX63FVn9iV+KPjxGI7Sooi7vNVJIrcdvvtSG/aNLavCO6OBKqZAEWRagbO5UiABEiABEiABEigGghQFKkGyFyi1hCwr/wc9jXfwpGxNqQ9a84ZDG2fq+DKPATL9zOxQZShqfB5fv+Gahg0gKZ1LxinfRXSOtEyaORlw7Br1y6PcGfOmoWrxl6taAsVM4sEKkWzYsUKXH21snkrLh5nMEoPidvHxRazotiC7ZRoiisdIsrFiLIxSppeq4MQTMo3h9OJIpk4K4oidpcKmwoDiyL1GzRE0/RmpUsFI4rUa9gQyXXrecS5d7tb9Ojdty/6nH+e7HbLl57Jy8vFvj27A45paXQi1UfpGTEoy2lAlksPvcqBJmozdJIu4rv1TdPioiZa9DpbpkY20Cro8E2GDV/ussDuAjYVBs78Eq7lr7nmGrzyyivhmo7zhJkARZEwA+V0JEACJEACtY7AiVwXZv5gwZbDgUs1CjCdm6rx2BVGNKgTBfUJa91Jxs6GKYoAh48cwU+LF0OwKGkzZsyA6sknn/TQuSiKxM6Fz51EDgGKIpFzFoyEBEiABEiABEiABMJFgKJIuEhynlpLwFoM+7b/wb7mGzi2LgsJg6Z9f2j7jJH+iGb79S1Yf3gONifw54myD6ibxKnQPtl987E2iCIVS8+c17cvPvnsU68SJf6gV8wsIvoFKlmTlpYW0vlV9aBgM4lUjEeILBq1p+QhMoqIzCL+WkVRxAUV1hcEFkWSk1PQsnWb0imViCKffzwPZ7KypDMVskidlFTp78VFhTh64IA017hbb0ZSUpIs5vKiSFbmaRw66B7vr7U2OpHsQxQ57jQi3+WWa1prCqCRFCD5dkN7PYY01SFBX/0fENSEKCKInDhxQh4Me9QIAYoiNYKdi5IACZAACcQQgU9W2PDhH4Gz8Int1k1Q4f4RBvRpXT2ybgwh5laCJEBRJAhRRNgjNdrEe8jqf19Yo1vm4rFPgKJI7J8xd0gCJEACJEACJFD7CFAUqX1nzh2HiYDdCsfOP2H+4B7AWhT8pCo1NC17QNN9OHQDb/EYXyKKiAd/P+6EwwV0SFahcVzZjYZYF0XE+88eXbt5cPlt+XI0a16WsUIJdCGLdG7fobRroKwi/fr1Q0ZGhpJpq61PRUkkmGwiJUGq1WrE6Q0ego3L5UKBudjvPiqKIqLjuoLAN79NJhM6dDqndE4losjhQ4fw47ffQcQjmihtotFoYSmX8eTu6VMV8S4vihw7egQnTxwPOK69yYGECltyQIV9jgRpXILKjsZq/4x8TW7UqjCwiQ63dqresjQURRRdIrWqE0WRWnXc3CwJkAAJkECYCYgsIs/9aMXxHP9Z5UqWFOVmJgzWQxPYqQ5zhJyuNhKgKOI+dUWlZ2pcFKmNVyj3HPMEKIrE/BFzgyRAAiRAAiRAArWQAEWRWnjo3HLIBJzHd8P82o1w5Z0KaQ5VahMY7/4Y6gatAo4vL4qIjg4nvG48xrIokpeXh0EXXgTxs6Q1TEvDilV/hcQ9mMwiTz75JN5+++2Q1gn3oPKSSCiCSMV4ypevEc/lF/sXnEIRRcSc3Xv2Ll12wMALYTQYFGGZ98GHyM3J9ejbt39/9OjdU3EGmRJRREgnWzdvhN3uP2OKyBJyboLnjf8MRzzsUKOByoJktfy3R+U2plIBcy6IQ+OEqv/UoKZEkVWrVqFl7uOVWAAAIABJREFUy5ZyKPh8DRCgKFID0LkkCZAACZBATBA4levC84ssWH9AvuRMu0ZqPDLKgGb1qv71XkzA5SYqRYCiiBsfRZFKXUYcTAKhE6AoEjo7jiQBEiABEiABEiCBSCVAUSRST4ZxRRIB6+KX4Fj7PZynA5ey8BezKqkhDLe8Bk2rnoD49FimVRRFfHWPZVFk9gsv4M3X3/DY9nPPz8KYq6+WQ+f3+YqyiL/MIqJfs2bBZS0JOagAAytbbsbX1BVFEYvdBqvN5jOKcIgi7du3Q4sWylg6nU4cPXwYR48clQSP+g0boH2HskwwcowLCgqxcuUqqVtRYSF27dwecEi8xoUOpjJRpAhaHHGYpF/Ptup8ueUUP69RAYOa6nDnOcqEGcUTV+hYU6LIypUr0bp161DD5rgqJEBRpArhcmoSIAESIIGYJjBvhQ0fKCg5U8ekwpShegzupI1pHtxc5BCgKOI+C4oikXNNMpJaRoCiSC07cG6XBEiABEiABEigVhCgKFIrjpmbDJKAfc23EH8cu1YGOdLdXXPOYGj7XAVt9+EhjY81USQrKwspKSkQJVDk2scffoin//OUR7c5r7yMkaNGyQ1V9Pydt92O/y1bVtp3z/6yUjOi7Mydd96JrVu3KpqrqjqFO5NISZx6rRYGnWdJFLPNCpuPzBu+RJENhRo43RVi/LYOnTrDZIorfb5H93NRv0G9qkIlzStklz9+XwGHw/2tz62bN8FmC5wRpJXRiRStezO7HYnSzxaaQughn1481M2kxalxxzkGdKkb/vr1FEVCPZXYHUdRJHbPljsjARIgARKoOgLBlJy5rKsWky/Vw6SX/yJA1UXMmWsTAYoi7tOmKFKbrnruNaIIUBSJqONgMCRAAiRAAiRAAiQQFgIURcKCkZPEAgGbGfaty2Bf8w0cW8tEgmC2pmnfH9o+Y6Q/lWmxJoq0bekutZPerBkaNKiPtm3boX6DBkhKqoPOXbogqU4S2rRtI5UYGTxgIA4fOuSBb9e+vYokEyXMA2UWadOmDQoKCpRMU2V9qiKTSPlgE4wia0bZzWyH04kii7m0i1qlhlqtQkM9oFWpYIcKVqhhc6mRb7FA9A/U6tVvgPRmzUu7JCYmol+/86qMl5h4587dOHiw7JrZsO4f2fW6xTughQqnXAbkuHQwqhxopvZfikd2QoUdBPkPLo5HnC68HyhQFFF4ALWoG0WRWnTY3CoJkAAJkEBYCARTcqZlAzUeGmVA24byInxYguMkJACAooj7MqAowl8HEqghAhRFagg8lyUBEiABEiABEiCBKiRAUaQK4XLqyCbgcsKRsR6WdyfAVXAmpFjVaW1hmDAX6nplH4yHNFGFQbEkirwwaxbefvOtkLGkpqbi73VrQx7vb2D5zCIWmw1Wu+8SLGFfOMCE5TN+OJwOFFksYV9eSCJCFgmlifIwheWkEn9zNGiYhiZN00ufFqKIEEaqov216m/k55WVisnLzcW+vbtll6oXZ4TF5b6x31aTj/BqG7LLSyVuPr00Hlp1eFamKCLPvLb1oChS206c+yUBEiABEqgsAaUlZ+INwMSLDRjejSVnKsuc44MjQFHEzYuiSHDXDXuTQNgIUBQJG0pORAIkQAIkQAIkQAIRQ4CiSMQcBQOpRgLO47thfus2uM4cCWlVVUpjGO98B+qmnUMaLzcolkSRuW+/jVkzn5Pbst/n77p7Eu69//6Qx/sbWJJZZPGSn2A/W7Ik1EU0arWUpcPpcgEul/tniE2n0cKo1yO/uOqyWySWKw0TbJgi+4hcVhHBon2HTjDFuUvQxMfHo2/f3tBqw38z/eefl5ZuweVyYcf2rbCYyzKk+NqfUDMSzjKop7YgVRW4TE2wjJT2b5Wkxn3djahvqvw3USmKKKVee/pRFKk9Z82dkgAJkAAJVJ5AMCVnLj7HXXIm0Rge4bfy0XOG2kKAooj7pCmK1JYrnvuMOAIURSLuSBgQCZAACZAACZAACVSaAEWRSiPkBFFEQAgY9tVfwXkqI6SoVfEpMNzxDjStekJKCVBFLZZEEYHolvE3YcWffwZNSwgHS//3PzRr3izosUoGCFmkWbPg51ar1TBodVI5HLWP68DpcsLpdMHudMBmtysJxaOPTqOBrZLySqBFQxVF6usdMLks2JYnv6WEhES0bd+htGNKSgr69OkpPzCIHnv3ZmDfvrLf5RPHj+H4saOyMwi+Jr0BDdXFqKMK/nxkFwiiQx29Cu8OiQ9ihO+uFEUqjTDmJqAoEnNHyg2RAAmQAAlUEYGTuS68sMiC9QccsiuIkjMPjjSgXVrlRV/ZxdiBBCoQoCjiBkJRhL8aJFBDBCiK1BB4LksCJEACJEACJEACVUiAokgVwuXUNU7AvuZb2DcsgmPrspBi0ZwzGNruI6DtMyak8aEOijVRpITDKy+9jLfeeAM2m7IyLy/OmYPLrxgdKsaA41auXIlrrrkGDoVChl6rgygNI+SVUFqklLcRsZdkLVG6j2SVDSLzRqdU9w3xTw8pG9m6bTvUqZNU2jkxIQHdzu0iZRipTBNntnTp/zymENLPti2bZKcVYk+yyYiW6gLZvtXZYXQrPW5orw95SYoiIaOL2YEURWL2aLkxEiABEiCBMBJwOIF5K634+E/59ydSyZkhBgw/N/xZ8sK4JU4VwwQoirgPl6JIDF/k3FpkE6AoEtnnw+hIgARIgARIgARIIBQCFEVCocYxEU3AZoZj10q4JZHFIYWqadVLkkO0/a8LaXxlB8WqKCK47M/IwKVDLlaEaOPWLZWWCvwt1K1bN5w8eVJRHNqzGSgUdQ7Qyel0otASuCxKZddQMl7ILglGk5KuiFM50FTtLoPTIVUj/fz8MOBUUF1HZFwRsojILlLStFoN2rVri/T0porWr9gpOzsHW7dtR1FhWWkeIY7s2b0TxUXy5XoSdVq0MlihhYINhBRh6IMubabD7Z0NIU1AUSQkbDE9iKJITB8vN0cCJEACJBAmAuv2O6RsIqfy5F8bXtxZi8lDWXImTOg5TQgEKIq4oVEUCeHi4RASCAcBiiLhoMg5SIAESIAESIAESCCyCFAUiazzYDQhEHA54chYD8t7E+HKzwphAkCd1haGO+dCXb95SOPDPSiWRZESVuL95Uuz5+DjDz/0i2/P/tBKBMmdx/z583HPPffIdUO80eSztIzsQJkODqcTZqsFTpf8DenKruVvvE6rhVHnO4OFy+VCmqoISRqnx/ASUaTIAfx4DLArDL91m3aok1SWWaRk0qSkOujVqwe02sDfyjx1OhPipuipk6chYivfdmzbArNZuXzTM0E+pXhVMVcy75CmOtzZxYBg89ZQFFFCt3b1oShSu86buyUBEiABEgiewNEzLryw2ILNh+RfH7asf7bkTCOWnAmeNEeEiwBFETdJiiLhuqI4DwkESYCiSJDA2J0ESIAESIAESIAEooAARZEoOCSG6JeA8/humN+5A65MhbUwKsykSmkE4x1vQ53eJaIo1wZRpAT4tWPHYt3adV78RTaKXfv2hv1cxPvaCy64QDabiFqlRrzRGPb1SyYUwkOBubjK5pebWPCNN3jvT5JYbFa0NthRR+MpZZSIIjanC2syXThgVnajXGQwaZjWCI0aN/EKSzyXlFwHzZqmwxRvgk6nk+Qcm92OrMwsZOfk4PSpTJ/byc/Pw97du+S2Wvp8itaFVkZP+UXx4GrsGEoZGooi1XhAUbIURZEoOSiGSQIkQAIkUCMELHbgw9+tmP+3fMmZBAMwgSVnauScuKgnAYoibh4URfibQQI1RICiSA2B57IkQAIkQAIkQAIkUIUEKIpUIVxOHXYC9pWfSyVlHBlrQ5pb2324VFJG03EAoInc2tK1SRQpOci2LVt5nOmEuybi/gcfDOmcAw1q0aKFbAYKUZZFCAxV3UQpmiKrxStLRlWvWzJ/oinOYymH04Eii0V6rK3JGVAU2ZfjhM2lwuZCZbKImFMwbdAwTZJGNBp3GZtgmxBsss+cwcEDwWWbEYKIEEWipT3c04QeDZQzoigSLSdbfXFSFKk+1lyJBEiABEgg+gis3O3AS0ssOFMg//pwaFct7rqYJWei75RjL2KKIu4zpSgSe9c2dxQlBCiKRMlBMUwSIAESIAESIAESCIIARZEgYLFrjREQcoh9wyI4ti4LKQbNOYOh7T5CkkSiodU2UcRqtaJz+w4eRzP3vfcwcPCgsB9XWlpawDlVUCHBZAr7uv4mFBk8iizKS6eEM7CKokj5LCdKRBERy7oC5TJDSexCEunQsTP0BkNQ23E4HNi1YxssZ2WWYAZHesmZinsxaVV45nwTmiYoE3F+OmzHixstcLiAQxZlY4Lh56/vypUr0bp163BMxTnCTICiSJiBcjoSIAESIIGYIXAo04nnF1mx/ah8yZn2jdS4b7gBrRtW3+urmAHNjYSdAEURN1KKImG/tDghCSgjQFFEGSf2IgESIAESIAESIIFoIkBRJJpOq5bFarPAsWuFJIjY1ywIafOaVr2g6T4cuoG3hDS+pgbVNlFk86ZNuOqKK0txi8wTa9atRXJKSliPIDc3F+3btw84p0Gnh15bvdlm8ouLwrpPpZNVFEXEuECxqMslWXHKf/lSNoz4hASkN2sBk4yYcyYrE+LscnOyayz7iuxmamkHiiKRe/AURar5bMR/E6s+EVU1b4rLkQAJkEDsESiyAnOXWfHDevmSM/UTVbhnqAH92gUvRsceOe4oEghQFHGfAkWRSLgaGUOtJEBRpFYeOzdNAiRAAiRAAiQQ4wQoisT4AUfZ9pyHt8D85q1w5WeGFLk6rQ0Md7wDdYOWIY2PlEG1TRR5esZ/8PFHH5XiHzFyJF569ZWwH8fIkSOxdq3/skVxBiM06iC+LSg+FAyDMGF3OFBsdZd8qc5m0hugrVACpqaklercN9cKHwGKIuFjGe6ZKIqEmyjnIwESIAESiAUCv22z47VfrMgrDvwiXgjS152vw00X6aEJ4u1BLDDiHiKXAEUR99lQFInca5SRxTgBiiIxfsDcHgmQAAmQAAmQQK0kQFGkVh57xG3aeXw3LO/cCWfmwZBiUyWnwXDzq9C07hXS+EgbVFOiyP79+3H99dfD6XT6RRIXF4dff/0V2jBm3bjx+huwetWq0jWn33cvJk2eHNZjycjIQP/+/QNmpPCVYSOsQQSYTJSfEWVoqrMZtDrodTqPJSmKVOcJBL+WyLYjSgSVNLVKhXhjWamk6paOKIoEf4bVNYKiSHWR5jokQAIkQALRQmDPCSdmL7Zg9wn519w9W2hw73A90pJpiUTL+daGOCmKuE+ZokhtuNq5x4gkQFEkIo+FQZEACZAACZAACZBApQhQFKkUvuodXCGt+an1y3F64++Ia9gMTQeMgS4hqXrjUbha/uHdOPrnD7Bkn0TrK+9CQuNWsK/8HPY138KR4T+7Q6Dptd2HQ9tnDDQdLwI0nh90KwzLq5s1PxtHfv8W+Yd2ocmFV6Bel36hTlXpcTUhimzatAlDhw5VFHuXLl0kWSQczW6345wOHeFwlNUIX/TzErRr1y4c05fOMW7cOCxdutTvnBU/cFeyuN6gh8kYD71e79E9NzcbVqtVyRQefapb0tBoNIjTG2o0hqAh1bIBBp0Oeq1/mUfueZH0JsEUV0pNSCYF5uKwUaQoEjaUYZ+IokjYkXJCEiABEiCBKCaQVeDC679Y8ftOu+wumtVVY/owPbo2Y8kZWVjsUK0EKIq4cVMUqdbLjouRQBkBiiK8GkiABEiABEiABEgg9ghQFInOM3XaLFh0bdkH6fo6ddHn4XeR0r5HxG1o4dUt4XK5v7WlUmvQrm0bNMnfE1Kcmvb9JUFE/Al3W3JTV9gKckunbdxvBHre90a4l1E0X02IIitWrMDVV1+tKL4WLVpg9erVivrKdTp08BCGDBzo0W3j1i2Ij4+XG6r4eSGjdOzYEeI9rb9m0OmhDyJLSnJyCnQ6T0Gk/NxWqwX5eXlwnr32lQRb3aKIyE6RUC4bhYixoLgoHNV0lGyXfRQQ8CWCiDJFQmzSarRQq1UQ/yvfnC4XRGYRkRlIo1FDp9F6PB/O64yiiIJDrKEuFEVqCDyXJQESIAESiDgC4vsW81fb8MHvNtgcgUvOxBuA2wYaMLqn5+uniNsUA6qVBCiKuI+dokitvPy56UggQFEkEk6BMZAACZAACZAACZBAeAlQFAkvz+qYzVaUj19u6Y5210xD26smo+jUYfxx/3DYCvMw6pvQSrdUSdwuJ1Y+MAI4uQddkxwQdZ7XZbqQa3VhcGNlKXzVaW2h6T4c+uHTqiTEkkn3fP0qMhZ9gAEvLIKxbiPs/HQW9nz7OoZ/vgsavbFK1/Y1eTCiSM7eTRDXhFwzJNVFneYd/XarKVFk8aJFmDp5Smlc7du3x8IlP8ltJ6jnv/nmG9x9991+xwSTTUTIFcnJdaHVKvuG4enMU0C5UiGBAheZHsqXFQlqkyF2FqKI2FNJExKCkAzYqp+AuA7jDEaYbdbSMzDpDdBqlF1riiKWMoqY4TqrA4n5RWYZIQiF0iiKhEKtesZQFKkezlyFBEiABEgg8glsPOjAi4utOJYtX3Lm0i5a3HWxHnVMniJu5O+SEdYGAhRF3KdMUaQ2XO3cY0QSoCgSkcfCoEiABEiABEiABEigUgQoilQKX40Mzt69ASseuQLD5m2H1uTOurDh5Wk48seCiBFFnMd3w/zaOPy+6yQ6JqtQ/+yNthPFLmzPlhdFVKlNYbz7I6gbtKoWxmtfuAv6hGR0nfistJ4l5zR+ua0XBsxeElCuqKrgghFF/pl5O078I18GplHfYej1wFt+Q65OUaS4qAjbtm/H+rVr8dorr6K4uKwUxnl9+2Le55+FFe2sWbMwe/Zsv3PqtFoYA2QHKT8wMSERxnKlPMRzeXm5sDvs0Gq1MBlNHplGioqKUFgoL/KIeWpC0hBigkZdJm4JUUVkQbHa7XA4ndUuroT14KNkMvExhL5cRhtxBkIWEZlAAkkiop/7fypJRnL/TQXh/ahV/mU8kXHEZrfDZreVlqUR2UcsdlvQkhBFkci9yCiKRO7ZMDISIAESIIHqI3DkjBOzF1ux6ZC8CN2ukRr3DzegdUNlX2qovl1wJRJwE6Ao4uZAUYS/ESRQQwQoitQQeC5LAiRAAiRAAiRAAlVIgKJIFcKtoqmztq3GX0/8C4NfW474Ri2lVVb/5wac3ryixkUR54k9sLxzJ5ynD0hxLT/uRNs6ajQ5W0XkUIELe/P8iyKq5DQYbn4VmlY9IX3aWU1tzbO3SmVxej80V1oxb/92/H7/MFww8zuktO1eTVGULROMKLLt/f8gY9H7sjHKiSIHDhzAvHnzpHlOnz6NL7/80mvOyZMnS4+lpqZi0qRJsmtW7LDst9+wbu06fPDee7DZbD7HDx12GV57I7wlfyZMmIDvv//eb7zBlJ2pX79h6Tzig/r/Z+8+wKOo1jeAv9lkd5MACYGE3kLvSBUICChcukoRxIKIgKCieBWQjiC2K0iRYgMbitIEpCpgoUvvvZcECIFAyqbe5+yyIZvs7szszpZs3nn+/+feS85858zvTHg0++Y79+7FIzk52aJ2zjG3bsUiI0P6h9OG1FSkpFl3UYwt8wZ7HStMQQQY1yS6jLi724nMR8jzwwrlCB7ZeyAR4hHvidgLEeQRlwiUBOpMxyCZj5URXWJEAEh0KREhFOt/m4rdtfyK0mNpGBTx3tePQRHv3RuujAIUoAAF3COQYAAW/JWC5bul//m6aEE/DG2vR8tqKnZyc89jcpZ8JMCgiGmzGRTJRy89H9W7BBgU8a794GooQAEKUIACFKCAGgIMiqih6N4a5qCItVndffRM2q5lEP+ffmKrVQQRFMmwcgy0+egZ/9qPIqBJDwTUbQf4a90LmW02ERSJ2b3R9CcioHL/qBBPBEU2vtIShtirQHqafQ/RMSBAh+rPjsSRBe9K2kkFRbIXOHToENq1a5erZnR0tOQ8YsC5s2fx/pQp2LdnL+7cuSPrHvOgJ7o9ie49eii6R2rw28OH4+zZszaHFQgMtNuBIfuN5hCICH7Ext60WlN8SF+0SDj87nfqSE1Nwe3bcVLLNH7wn2iwDJ1kv0l8pC+OCVHzEt1UAjTKaopv6fT0dKRnpBs7j/ByTsBeUCk5JQVpGfZDOtaCIrZWpNFoEKzTWxw3ZB5rDD4lP+juI+epGBSRo+SZMQyKeMads1KAAhSggPcI/H44DXN/T8GdJCv/QppjmU89rMWA1jrIPF3Sex6SK8lXAgyKmLabQZF89drzYb1JgEERb9oNroUCFKAABShAAQqoI8CgiDqO7qziDUGRtH1rkLZrKdIPb7L76LaCIu3atERAk+7G//eGyyIokm1BngiK/D6gMZLjrstmafTWHOyeKt3dw15QxPDzWIv5bt26hVWrVuVawwsvvCBrXZ9tOIh5mw7LGptzUOMmTfDvrl0O3WvrpgRDMsTRGraugoFBVj84tzbeHBRJTk7C3bvxNmuGhIRCrw80fj0jPR2xt6yHSrIXEGsUa7V1iQ4R4qgYNS8R9vBXGBTJPr/SDhRqrt1Xamm1WgQGWAblRGhIdA4R+yN1KQmKiFoicKQN0EKvtZwzA5lIyHYMlNS84usMishR8swYBkU8485ZKUABClDAOwRORmdg6hoDTkfb/ncA80prldFgRBc9yhThkTPesXtchS0BBkVMMgyK8HuEAh4SYFDEQ/CclgIUoAAFKEABCrhQgEERF+ICiNu+Als+eV3xJHNjTb/VvbjO/TNbFFdQfsM/0RlIlf45mkVhT6zzSFwmYmT8Vlj2hf4Sb0BsaoZbPZXvgOmOrTEZMEh/NpxVvnGEBv/ekN44e0GRhKGmI4zUuuac8MMXpxyr5pKgSHISMu53ibG2qgKBQcYjOuRc5qBIUlIi7t27a/OWQoVCEBgYZPy6CIDExt6QLC/WmGCno4PoBlGAQRFJR28fII6aEd07klIMEN1ERADIfCWnpiBVYZcWpUGR7D7indIHaBGQrVONITXFeNSQ+L6Q6jJy+fJlBAQEeDt5vlwfgyL5ctv50BSgAAUoAODm3UzM2mDAlhPS/1JVPNQP/+2kR6NIZR32CE0BTwgwKGJSZ1DEE28f56SAOOv27l2If9EUV8OGDWlCAQpQgAIUoAAFKOADAgyKuHYTzUGR42H1cbN4HbQ4/p3VCQ8Wa45iCZdRIuGi8eueCGCIoMjlwFI4U6YNAu9Fo8HV+0exZFvxpUIVcalUFJqf+N5j6xRBkfMpQThQtgPSNAFocfaXXKbxusI4UqYdmpxbBv/MdDAoArgzKLLtBjB8jx8SHDiVpEOnjqhTp46q35hz5s5FdEyMzZqOBEXS0tMQdyvWZk1x9Izm/ofvah09I8Is2T/QVwNJdBNxpKYIEKRnZiDJYFBjGfmmhs5KJw/zw4twhgiPKL2cCYqY57LXVUeEl2wFreQeR6X0mTjeeQEGRZw3ZAUKUIACFMibAj9tT8WCv1KQLpGlD9AAz7bQoW8Lzx2BmjeFuWpPCTAoYpJnUMRTbyDnzfcCDIrk+1eAABSgAAUoQAEK+KAAgyKu3VRzUGRHhSeRXqoWorZNyTVhup8/tlfujQJ3r6J+9J/Gr3sqKHK4cH3cqNoBhrtxeOzIvFxrPVi8Je5Waonm2z6AHzI9sk4RFDmeEY6DtfsCfn5otfuTXOuMDi6Lk7X7oP6+z1Eo9Q6DInBvUMTad9XNZGDhOT/si8vE/lu2u3d06twZMz6bpeo3Zr9+/bBu3TqbNQO1OmhldkUwdxQRxTIzMnD7zm2kpaVa1A4PL2ZxlI0IlIhgidSVkpoKQ45aUvc4+/UgnV4yKCI6XIhQiNJOF86uzdfuLxgUbDz2JeeVaEiGOGrG0UuNoIh5btHtxNqVkpZqPArHfIWEhGD+/Plo0aKFo8vmfS4WYFDExcAsTwEKUIACXilw7GoG3l9hwNU46X+2alTRH2910qNYiLzOgl75wFxUvhJgUMS03QyK5KvXng/rTQIMinjTbnAtFKAABShAAQpQQB0BBkXUcbRVxRwUSdNoYdAEokCa9aMqUvwDoU03GMMX4vJUUCQlA7irC0Nw6l0EZOb+YDsTfrirC0VIym2PrdN89Mw9bQi06SnQZyRb5b+rDUGh1Hjj19hRxPNBkeybtC8O2H8L2Bfrh7+vW25fs+bN8N3Chap+Y06aNAlz5syxWdNel4ecN4WGFoZOp8/6Y9FZ49atWGRkpEN05wgMCkJw8IMjowzJyYi/e0fW8ySnpCBVRqBEVjGZgwoEBkLjZ3keu/hbyBgOyUg3BhjEM/JyXiB7oMNcTepoFzmzqhkU0Wv10AVYtl7PyMxAQvKDv2dDQ0OxceNGlClTRs7yOMZDAgyKeAie01KAAhSggMcEbt3LxLS1Bmw/JX3kTJkiGrzVSYe65XjkjMc2jBMrFmBQxETGoIjiV4c3UEAdAQZF1HFkFQpQgAIUoAAFKOBNAgyKuHY3zEERpbN4KiiSKv2LVxaP4ol1moMiSkwZFPGuoEj2vfv6DDDr2IPf4qteowZWrVmtZHslxy5cuBBvvfWWzXH+Gg2C9YGSdcQAf39/FA4rkitckZGRAY3GMnAhxsfG3oD4mpwrwZBsd+yUKVPQtm1bOaVkj3n26T6IiY7OGj/0jdfR5fHHjc/JS32BcaNHY/u27cbCpUuXRkJiIr7+ZgFE+MLRa8vf/2Di+PHG279d+IOiMmIN2a//PPoYqlWvjuPHjmUFhL6Y/zUqVqxoHBYUFISIiAiLjjmKJuRgtwkwKOI2ak5EAQpQgAJeIrD831TM3Sh95EyQFnixlQ49mvDIGS/ZOi5DpgCDIiYoBkVkvjAcRgG1BRgUUVuU9ShAAQpQgAIUoIDnBRgUce0e3Dl7GH8P76x4EnMAo1JaU8rBAAAgAElEQVSFAEX3vvTqF3iocRdF95gHr+/3EFLuxim619F1RrV+Dk/3+1jRXObBez99HVe2rFB079d3U5GSkgalnkXCy+LdT3YqmsvZwb8PaIzkuBxtNuwUfeR/q/HPO08gU6ITRcmmHdFoeO7jhETpjPP7LWY4c+YMhg4dmmvWNWvWOPt4ue4/e/EKOr7wYC4/Pz8cOnYUev2Drh3OTpqUlIRq1aohJSXFZqlAnQ6iM4Pcq2jRCKvBEPP9ohtH/J07uY6lsVf/blKizS8XLFgQx44dg1ar3g+0Y2Nj0bRRY4s5t+3cgYhixeQycJwCgf8OG4ZVK1Ya7yhSpAhu3bqVdXeNmjXx3Q/fo3BYmIKKpqEb1q3Hq0OGGP/7qXNnFd8vblj88y8YO3p0VlBJhJ7MASedTofFy5aiZq1aDtXmTZ4RYFDEM+6clQIUoAAFPCNwKjoDH6w04MJN6YB2q+oBGNpBh7BgHjnjmd3irI4KMChikmNQxNE3iPdRwEkBBkWcBOTtFKAABShAAQpQwAsFGBRx7aYwKGLdl0ER2++dI0GR3f8bjMTrl+y+zPaCIjlvPHToENq1a5erXnS2zhNqfeckJyejbs1aFsebbNj4ByLvdzBQa54nnngCO3faDv0E+PsjKNuRMlLziuNagoILGDssiHBL9ishIQFJiQnIvH+UlFQt89ftBUXEfnz//fdyS8kad2D/fvTs1t1i7MmzZ9gtQpaevEETxo3D4088aezQYe76UaBAAfz0y88YO2o0Dh48mFXI0W46agRFqlWqnBUMEe/zu5MnYc/uPVjx66/G9UVGRhrDImtWr8bp02cwboKpgwkv7xVgUMR794YrowAFKEABdQXikzIxa30KNh3NfXRqzpnKh2swoose1Uvl7gSo7qpYjQLqCzAoYjJlUET9d4sVKSBLgEERWUwcRAEKUIACFKAABfKUAIMirt0udwdFJk3bjbAipRx6KHd2FHl95GJUqRHl0Drd2VGkxzOT0Po/Axxap1o3JQyNtChVYNa5XKUPzB2Ji38syvpzXclM6MtlIvmCH1KjTSGGqnXro8zNA2oty1hH//w0BDTp5nTN3j17Yu+evVl1Ro4ehQEDBzpdN3sB8Xdd5872u/sUCgpWdU4lxZJTUpBqpyvM33//japVqyopKTn206nTMOezzyzGOdqRQnKyfDhAdOkY/c47uZ48u3F8fDwa1nsoa4wIi3y38AeEKegs4kxQZMkvizFm1KiskMik9yajz7PPZq3n/PnzaNfm0VzPcOTEcYhOI7y8V4BBEe/dG66MAhSgAAXUFVh7IA2fbUhBcmqm3cJ6LTCojQ5PNlKvQ5+6T8JqFLAvwKCIyYdBEX6nUMBDAgyKeAie01KAAhSgAAUoQAEXCjAo4kJcAOagyN6SrXG3RD202jfD6oQ7y3VB+J1zqHTniPHrSo90KR/5EJ7oNcbh8IWYUwRFTmeG43yl9vC/G4Oos4tzrfVk4bqIrtAKLffPgogfKF1nwUJF0b7rG06FL0RQ5PjOzdhb+SlkaDRoc+TLXOuM1UfgcJXuaHbsW+jSk6H06Bn/AC2atujt8PE4ar5VcoIip5Z+huM//s84ra5UJgo0ePBD0rjfTL8t581BkXFjxmLRjz9msT3ZrRv+N22qmozGWlFRURDH6ti6Cgbm7g6i+iKsFMzIzERCcpLdqVzRzeXlAQOxaeNGi3kZFFFnx0VXmXaPPoYb1y2PkapStQrWrF9vMUmPJ550qrOIM0GRnJ1EREeZnFeVyIq5/mz4yBEYNHiwOlis4hIBBkVcwsqiFKAABSjgZQLnbmTgw5UGnI6RPnKmWRV/vN1Zj8I8csbLdpHLkSvAoIhJikERuW8Mx1FAZQEGRVQGZTkKUIACFKAABSjgBQIMirh2E7KCIqXb4m7Jemi1O/eH35nww44Kj6PwvSuocXO3cUFyAhgFCobhsY6voF3nV1V5CGNQxK8ozlR5An7x19H6VO5jLk6G1cPViu3Qes8nstfp769F05a90anb2wgJLeb0WkVQ5MTOzdhV/TljrUcPzclVM04fgX01nkGzw18hKC1BdlCkWq2WeLLXOJQpX9vpdapVQE5QJO7kPmwZ9aRxyoJNMqEtlreCIrv//Rd9evXOIvP398fegwcQHKxuh49Lly6hcePGdrdGHD8jjqFx52XvyBmxDtG54eLFi6ovyVoAgEERdZjXrlmDEW+9DXG0kvnq3rMnPvrfx1YnEJ1FXny+b1ZgRElnEUeCIlKdRLIv8tzZs+jcoSNSU1Oz/rh5VHPMnD0boaGh6oCxiuoCDIqoTsqCFKAABSjgZQKJKcDcPwxYs1/6yJmShf0wsqsedcq695/zvYyMy8njAgyKmDaQQZE8/iJz+XlXgEGRvLt3XDkFKEABClCAAhSwJcCgiGvfDXNQJNNPA2SKSIj1drjiK9m/JhUU0emC8N6MfQgKClHtAcxHz6T7+cM/M91qXbH6jGxfl1qnn58fxn24FRHFK6i2TvPRM/bWKSbL/nU5HUUGv/kdatVrq9o61SokJyhiuBOLDf0bGKfUFQcKNH7wG3V5oaNIUmIi6tayDOd8t3AhmjVvphZjVp0SJUrYrSk65RR04xE0GRkZSDA8CBNYW1zfvn3x8cfWAwbOAOUMigQFBeHgUVNXI17OCxzYvx89u3U3FhKBivUb/0DRokVtFrZ2DM2qNaslF6I0KJIzJCL+nrbWSST7xNM++QRzZz8I5R07dRIBAQGSa+MAzwkwKOI5e85MAQpQgALuEfjnRDqmrjbgbrL9I2f8/IAXWurwfAseOeOeneEsrhJgUMQky6CIq94w1qWAhACDInxFKEABClCAAhSggO8JMCji2j01B0WUzmIvgNGkeU/jMTMhhYsrLWt3vDkooqSovXVGVm6IJ3qNQ6WqTZSUlBxrDopIDsw2wF5QJKxoaeNxOFGtTR1KvO2SExQRa177bE2kJScYl68tngl92UwYLmqQev/kC28+ekasOWdoYdh/38SrQ4eqvh2lSpWCCGfYuwq5KSiSmZmJpBQD0u2sR3RX2bJlCyIjI1W3yGnetFkzfP/jQtXnyc8FzcZy3+ecx9Ds2rsHYWFhdgmVBkVyHjfz7uRJ6PPss3bnuHfvHurXqWsco9PrceT4sfy8rXni2RkUyRPbxEVSgAIUoICDAtF3MvHBCgMOX7b+Cw7Zy9Yuo8HoJwJRPFREwnlRIO8KMChi2jsGRfLuO8yV53EBBkXy+AZy+RSgAAUoQAEKUMCKAIMirn0tMtJSsb5fPaQlmT7Al3t1XXpB7lDVxu16/0XE7NmkqJ4n1nl29Xwcmf+uonW2/Xw7gsJLKbrHWwbLDYrs+uAlxOz+w+aySzbtiEbD58l6rEOHDqFdu3a5xkZHR8u6X8mgmdNn4PO5c5GSkmJxm+hWILoWqH2dO3cOrVu3hsFgsFtaGxCAQK1O7ekt6kkdOSMG79u3DyVLllR9HTeuX0fzh5vmqtu3Xz+8PfxtBKl87I/qD5AHCi768UeMGzPWuFIlR/pY6yzy3cIfbAZG5AZFHOkkkp25Xq3aSExMNP7R8dOnIEJMvLxXgEER790browCFKAABZwX+GFrKhb8ZfnvD9aqFi3oh7c769GkEv+5xXl1VvC0AIMiph1gUMTTbyLnz7cCDIrk263ng1OAAhSgAAUo4MMCDIq4fnP//WggondtUDSRJwIY59d9h0NfjvP6dSbGXMTGV1oqWmd+CIocnj8R51YvsOnijUGRTRs34uUBA22uWcmH60peCHGMy7Rp0yRvKRgYBHEsh9qXnE4i5jldEc4RtZcuXoJ3Royw+mjieJ5/tm9T+7HzRb3k5GSI7hvh4eF4+qmnsGf3HmOgQgQrlFw5O4tUr1EDto6hkRsUcaSTSPY1Txw/Hgu//8H4R9/+8AOaRzXHjRs3EBERoeTRONZNAgyKuAma01CAAhSggNsFTkVnYPJyA67E2e8SKBbWo7EWg9vqoFH/H+nd/tyckAIMipjeAQZF+L1AAQ8JMCjiIXhOSwEKUIACFKAABVwowKCIC3Hvl06OvYbfB+X+zX17M3siKCLWs6pHeUUgeWWd+SEocvPwdhz9borN/Quv3Rw1+46Wtb+u7CgiPkhv9FB9yY4eYqFHThyHTuearh7lypXL1cXEFo5eq4UuQJ0zzeV0ERHrCA4Oxrp161C1alVZe6ZkkAgyNG3UWHIPAgMDMfDll/H6sDeUlM/XYwe9NACbN1l2Zvp0xgx0ebyrYhdbnUXibt3C9GmfYu2aNTZriuNqBgwaiH79+2PlryswZtSorCOXJr03WfKoGVuF//NYW5w7e9biy8tXrkTtOrUVPx9vcK0AgyKu9WV1ClCAAhTwjMC95EzMWJ+CTUfSJBdQubg4ckaP8uEaybEcQIG8IMCgiGmXGBTJC28r1+iTAgyK+OS28qEoQAEKUIACFMjnAgyKuOcF8NUABoMirn9/5B49o+ZKXBUUER1EJr87CZcvXZK13HlffoHH2raVNVbpoK+++gpjx5qOBZFzBesD4a9x/IfMaenpMKSlZn1YLzXnzJkz0atXL6lhDn19+bJlGPHW29bvFb9tmWn5pS/nz0frNq0dmis/3ZSelo5G9esbO4qYr4IFC2L7v7sgQjeOXDk7i1SrXh2nT51Cenq6rHKRkZG4cOFC1nsnOuScPHtG1r3WBs357DN8OtWyG8/bI0bg5SGDHa7JG10jwKCIa1xZlQIUoAAFPCsgAiLT1qYgKSXHP7DmWFbBQD8M/Y8ObWsHeHbBnJ0CKgowKGLCZFBExZeKpSigRIBBESVaHEsBClCAAhSgAAXyhgCDIu7Zp7wSFFnXtw5SE+Jlo3gqKKL0OJ/80FFE9qbJGHjnzh1s2bIl18jOnTvLuDv3kJnTZ+CLefMkO1jkvFOr1RqPQClatKhD80rdlJqairJly0oNs/i6+KA9wN/f2GFEY+dYGnG8jDEckpqSM3chOV/FyIrY5sKjX7IfQSK5mGwDhr7xBga/MsRlXV6UrMUbx874dDo+mznTYmljxo01dvVw5hKdRV58vi8OHjyYq4w41kan10MboIV450THntTUFKvTOdNJxFxQBFQebtgI4u8I86XX63H4+DFnHpH3ukCAQREXoLIkBShAAQp4VODq7Uy8vyIZx65IHzkjAiJvdNAhWMczZzy6aZxcVQEGRUycDIqo+lqxGAXkCzAoIt+KIylAAQpQgAIUoEBeEWBQxD07te6Feki9d1v2ZJ4KYOz+ZAiubbd9nEHOB/DUOi9sWIiDn8s7RkWsmUER2a+e6gP/+vNPDHjR8Q/KR44ehQEDB6q+LlHwk48/xrRPpyMjU/qHzdYWIIIifn4a+BsPPfcz/l9mRibSMtKNH9o7comuJUH6QJw+Z3m8hyO1bN1TJbKiw+VEh4oNmzY6fL8v37h1yxbjO3X40OGsx1y1dg2qV6/u9GPnPIZGFCwcVsQYEMl5ifc59uaNXH9+SqV36pWXB+P3DRuM9YOCg9Grd2+MHT/O6WdkAXUFGBRR15PVKEABClDA8wLf/J2K77dYD8RmX13Zohq801WP6qUc7wbo+aflCiiQW4BBEZMJgyL87qCAhwQYFPEQPKelAAUoQAEKUIACLhRgUMSFuNlK75n2Gq5uXSV7Mk8FMC5u+gUHZg/3+nUmx17D7y83A2R+GM+giOwtVX3g2FGj8fOiRQ7XLVuuHDb99afD99u6UXyg//ncecYvJxoMSM+Qd5SH6gvJVtAYEtHpIbqWDHz5ZYx4Z6Tq06WkpKBWNeeCC2oFDlR/OC8puHv3bvR5ynRskDjmReyns9eypUsx8u0HfzcHBxdAgQIFbZZNS0tF/J07Fu/1sVMnERDgfPv1BV/Px/vvvWece9vOHYgoVszZx+P9LhBgUMQFqCxJAQpQgAIeEzgZnYFJywy4dtt+wFsbAAxorUPPJrnDtB5bPCemgEoCDIqYIBkUUemFYhkKKBVgUESpGMdTgAIUoAAFKEAB7xdgUMQ9e5QSH4sN/RshU2bnAk8FRYTG3yO64M6ZQ7JgPLnOYz98hNPL58haJ4MisphcMigtLQ01qlS1qF25ShWEhoagWLHiMP/3WnXqIDQkFM/16YNbt25ZjFc7mJA9JNK6TWvMnjfP+GG+0mNo1AITc7/22msYPnw4XhvyCjZv2pRVWs1nF11OOrXvgNOnTmXVL126NNZsWI8rl6/gxo3rOHXyJK5fv2H8z/j4O8b/funixazxERER2LZrp1qP7pN1xPEvdWrUND6bGvuXPZghakZEFM/lJr7PRIcbjb+/xdfSUtMQdzvW+Gdi7zb/8zfEUTHOXJcvXUKbR1qp9nzOrIX32hZgUIRvBwUoQAEK+IpAggGYvs6ATUfSJB+pYaQ/RnbVo2hB54O6kpNxAAXcLMCgiAmcQRE3v3icjgJmAQZF+C5QgAIUoAAFKEAB3xNgUMR9e/rPO0/g9qn9sib0ZADjxKKpOLl4ptevM/boTmwbZ/qtfamLQREpIdd+fd3atShatCiqVKmCwmFhdiebOX0GZs2YYTHm2x9+QPOo5qosMntIRBQ8cuI4dDqdsfbatWsxbNgw3LlzR5W55BZZuHAhHnvsMeNw0fEje1hEzc4i69euw2uvvGKxrDHjxqJff/tHA4ngzq3YWJw6dQqFChVCi5Yt5T5avhx3/PhxdO3YyfjsagRFnuz6OI4cNh1no9FoULRoRJar6BySkHDP+N6Iq1DBEAQGBVm437gRk/W/v5w/HyIc5cyVkZGBapUqq/Z8zqyF99oWYFCEbwcFKEABCviKwF/H0vHJGgMSDfaPdowI8cPILnrUr2AZnPUVBz4HBRgUMb0DsoIiLw0YgLJlyvCtoQAFVBRgUERFTJaiAAUoQAEKUIACXiLAoIj6G3HrngHfbDkj91QUWQtoUbUYHq4ULmus3EHi1Jav/z6NO4nS5zzLrSnGvdXR9Jv0al6/H76Gg5fi1CyJ19pVhz7Ae8+tjrl+HUlJSYj4pDUm7IzHwZup+LlDEQR8dAiXL19GjRo1VPXwpmLjxozFoh9/tFjSl19/jdaPtnFqmdY6iZhDItkLb9iwAaNGjcKVK1ecmk/q5pkzZ6JXL+thp0EvDVC9s0iVyIoWS3p5yGC8PWKE1DL5dZkCA/v3x7FjxxETHZ11h7NBkZxHzhQtEp7VNST25g1k2OhSlb3ryJ07cVlBEtFB5s8t/8h8ItvDzO+S6E5SpWoVLFm+HP45upk4PQkLOCXAoIhTfLyZAhSgAAW8ROB6fCam/GrA4cvSx0Q+3UyLgW1MAXBeFPBFAQZFgEuXL2PtmjUQFuZr4sSJ8JswYYJFlIxBEV/8FuAzeVqAQRFP7wDnpwAFKEABClCAAuoLMCiivummo9HYd+Q0EHNaneIFw/Fynw4oqA9Qp979Kmev38XyPZeA6FNAgkohjJLV8FaPZqquUxSbuf4oUk/9C8D+b5HJmlijASIbuSTQImt+GYMaNm6MQ4cOISoqCtNLnUSHlTdxMzkD37YNw5U2b2P0mDEoVbIkLpw/L6Na3hsifujTrs2jWR9uiyeoVLky1v2+weGHsddJxFrRe/fu4eGHH0ZsrOnYDjWv4sWLY8iQIRg8eLDNsmp3Fsl+HIp50h27/zV2euGljkDOII6o6mxQZM5ns/Hp1KnGBYpjZURQxHxl7xSS8wmyB0USExKQkHjPOEQcc3Ty7BmnHzjnsx49eQJardbpuiygngCDIupZshIFKEABCnhOYNH2VHy5WfoXGyoW02B8Nz3KFvXeXwTwnCJn9hUBBkUUBEVEeoQXBSigrgCDIup6shoFKEABClCAAhTwBgEGRdTfhalrjwJHNgGpyeoUr9EKbz3ZWJ1a2arM+eMEkm7fAE7tUKd2UCjqteuCtrVKqlMvW5WpXy0BbqgUiihZFYUja+KlVqajE7zhSkhIwIh33sHGjRvRuVMnzJw1y7is8PBwdCuehPAgDQwZQEpaBtYmlMCZM6YPenv36oWExETjUSlzZ89GtWrVvOFxVFmD6MrQopnlcTO79u5BmMTRNdYmz/6htjh2Y/a8eVnHzchZbGZmJkaMGIFVq1bh9u3bcm7JNaZ///7o2bMnGjRooOj+nJ1FHDmK5tq1a2jfth2SEhOz5g4JCcGeA/KOwlK04Hw82FpQRE0OnU6P0NDCWSXtBUXCihRFgL8pXGgwJCM+3rXHKTEoouZOq1OLQRF1HFmFAhSgAAU8J3DxZgYmLDNA/Ke9K1ALvNZOj44PqfuLFZ57cs5MAesCDIqYXGQdPcOgCL+NKKC+AIMi6puyIgUoQAEKUIACFPC0AIMi6u/A1F//BY79pU7hwELQ1mqF1/9TXZ162aoYAy3Rp4Hok+rULlkVvbo+hrJFC6hT734VcUTOtBmfA0l31albvRWa1CyPltWKqVNPhSqi20PZ8uUhulikpaVh9KhR6NmjB2rXro3E103HhRyPS0P1sAAUmHUOV65exW+rVuG11183dggQQYb169bh0TbOHc2iwqOoWiLnB+9PduuG/00zdVeQeyntJGKvbnp6Oj7//HNs2bIFmzZtsrsEsS+lSpXCoEGD0KJFC9SqVUvuki3G5ewsIr6otEvFkEEv44/ff7eoO2bcWPTr39+hNfEm6wKuDooEBGgRFlYka3J7QZHw8GLGvxvElZSUiHv3VPr708bmMyjifd8VDIp4355wRRSgAAUoIF9A/DvgvI0pWLIrVfKmppX9MbKrHiFBpn/24UUBXxVgUMS0swyK+OobzufyegEGRbx+i7hAClCAAhSgAAUooFiAQRHFZJI3TP1pI3B+n+Q4WQNK10S1unXR5aEysoYrGWQMipzbC9yJVnKb9bF+fgis1xZDOtSF5v6Hk84XNVWIT0rFlzNmAZn2f5NM1nwFigBVmuLZ5pEoERok6xZXDzp+/LgxHNKhUycEBwdj/LhxeO7ZZ7OmTRgaafzv2YMi5i9u27YN706ahC1bt+KLzz9H82bNjOEEvV7v6mW7pX6rqBa4euUqkO1nvl98/RXaPPqorPlzhkREN5Ev58+Xda/UINEFRnR2uXTpEt4ZMQLx8fEID4/A2yOGGwM+lStXRlCQOu+YCIvUqvYgLKakq8jq337DsKGvWzxOxUqVsHrdWgQE8LcupfZZydddHRQRwQ8RADFfco+eESERERZx5cWgiCt1HavNoIhjbryLAhSgAAW8Q+DktQxMWJqM6/H2jx4NL+SHUY/r8VB5f+9YOFdBARcKMChiwmVQxIUvGUtTwJ4AgyJ8PyhAAQpQgAIUoIDvCTAoov6eTp39PRAfo07hhzph8KNVUUCv/ge6U1cfAg5uAGD/h2+yHqRGa3RsXAU1S4fKGq5k0OmYu1gx/3Mlt9ge+1An1CgVik71SqtTz4kqIuTR6n4HEHHEzE8//ojWrVrlqmgvKGIefOnyZTzdpw/27duH1NRUjBwxAu9NnuzE6rzj1i8//xwff/hRrsV06NgRs+bMtrvI7CERR46bUSLQsllzREdHQwQw1v9h2blDSR17Yx3pLCI6zVStWClX2fHvTsTzffuqtTTWySGw+99/0adXb+OfKu3+khNTdLFp1rgJ4uLijF/SBwYipJDp79mMjAzjkTKpqSlZt/lpNAgNCYVWq8v6s+yBknETxqNvv35O75k5FOPs8zm9EBawKcCgCF8OClCAAhTIqwLJqcD0dQb8fihN8hG6N9bi1XYP/rlH8gYOoEAeFmBQxLR5DIrk4ZeYS8/bAgyK5O394+opQAEKUIACFKCANQEGRdR/L6bO+BJIvON84SKlEVylIYY8WtX5WlYqTP11N3DsT+dr+2mAeh3wfFRFFAsJdL5ejgqnouOxcsEXztfVBwM1WuOR6sXROLKo8/WcrCA+5G3QsCGOHjuGH3/4AT179rRaUU5QRNx4+fJlRFaqhAIFCuDA/v0oX66ckyv0/O3VKlU2fhhu7bL3AbWax83IUXBHUESsI2dYRKqzyHfffIPJ707K9Qj+/v74bO4ctG3XTs7jcYxCgesxMYhq2sx4lxpBihFvvY3ly5ZlrSIiorjFigyGZCQlJRmPmgkpFAIRFsl+mYMi4uub//4Lpcs416FK/GyoQd16qj2fQl4OlynAoIhMKA6jAAUoQAGvE9h1Jh3vrzDgbrL9X2goHabBuz31iIyw/Gcfr3sgLogCKgkwKGKCZFBEpReKZSigVIBBEaViHE8BClCAAhSgAAW8X4BBEfX3aOons4BUgwOF/YCCRYCQ4kCxCsb7xTEub7SvrvpxLqL21CVbgFM7HFgnAP8AICQCKP8QzOeC9GxcHuXDCzhWz85dF24mYMmXcx2rK8IhoSWAUg+O7WhcsSgeqWb5QatjxR2/a8CgQVi/fj1u3ryJDevW4WZsLAa9/DJuxOTuRCMnKNIsKgp169bFB1OmoHGTJrgWHW08gubQgQOqHX/i+NMqv/PSxYt4qnsPxMbG2rxZfNj968oVKBwWZjHGnZ1EzBO7Kyhinm/QSwOwedOmrOe2FkYwr8me/l9btxjfE17qC6jdcWPk28OxbOlS40J1Oi1CQsKMwRB7V3JSEu7ei88a8sefm1G+fHmnH/bX5csx/L9vGeuoEYRxekEsYFWAQRG+GBSgAAUokBcF4pMy8cFKA0RYROp6sZUOz0VppYbx6xTwGQEGRUxbyaCIz7zSfJC8JsCgSF7bMa6XAhSgAAUoQAEKSAswKCJtpHTE1KmzgZQkZbcFFgKqPAz4526b+2LLSihSUK+snozRU5duB05ulTEy+xA/oHAxoHwDIMeHlG1qlECDCkUU1pMefu12En6ca/+YkVxVArRAkXJAqWq5vlQxoiC6NfJctw1xPEzT5s2NnTLGjR2L8ePGGde4/NdfEV60KFq2bGmxZqmgyO3btzFy1CjMnT0bGo0G4kibNr18+NEAACAASURBVI89Zqw/Yfx4jB0zRhrZi0bcjotDr55P4dzZs5KreqRVK3z9zYKsce7uJGKe2N1BEanOIuLrtao9CEfZgqxcpQp+XrIYISEhktYcIE9g9+7d+GLuvKwgz+59exFauLC8m+2MiomORotmzbNG+PsHoEgR252RxM9vkpMTLSqqFeoQXWpEtxpxiWNsBg8ZjIhixZx+RhZQV4BBEXU9WY0CFKAABdwj8MfhNHyy2oBUiZxIhXANJj2lh+gqwosC+UWAQRHTTjMokl/eeD6n1wkwKOJ1W8IFUYACFKAABShAAacFGBRxmjBXgakzvgISb8srLIIhddraHSu6dIhuHWpfU1fsBo4qOHqmXgdAHDNj4wrw98Mrj1WD1l/dH9alpmdg5sfT5D/+Q50kx/ZoXA4VwgtKjnPVgAEDB6Jjx47o0b27xRQiLJKzs4i9oIi5k8jncy07rsRcv46oFi1w8vhxY3gkr1yZmZmoWrGSouW+PWIEXh4yGOYODuLm1m1aY/a8edDp3HNeubuDImagnJ1FxFE0Go0fPp87T5Fhz15P4YOPPlJ0DwfnFli2ZAlGDh9h8YW+L7yAcRMnOMW15JfFGDNqlM1jmERnEa1WC/H9k5qaanOu6jVq4LuFPyAsRxceJYsTXX6aNW5inMt8lS5dGn9u+UdJGY51gwCDIm5A5hQUoAAFKKCqwK2ETExcmowjl60fPWmeTOMHDGmrQ/fG7Cai6gawmNcLMChi2iIGRbz+VeUCfVWAQRFf3Vk+FwUoQAEKUIAC+VmAQRH1d3/q3O+B27mPEMk1k78/UPFhoID93zYXjTv+26Gm6guduuYwcGA9APtnPxsnDi4MVH3w2+y2FtOxbmnULB2q/lo/+ERezRJVAPH/EpdYo1irJ67ExESUq1AB16OjrYY4cnYWsRUUydlJJOezaPV6rFu7Fo89+qgnHtOhOXN2BJFTRHxI3r1HDyxdsiRr+NGTJ4wfnLvr8lRQxGAwYPDAQdjyj/Mf0qvVbcJd5t44T86uH2KNlSpXxrrfNzi83JwhEfG+Zw9pKC0swiKr1qxWelvW+NW//YZhQ1+3uL9X796Y8uEHDtfkja4RYFDENa6sSgEKUIACrhNYcyANU1dLH+FataQGk3oGIqKQ/WP4XLdSVqaAZwQYFDG5MyjimfePs1IADIrwJaAABShAAQpQgAK+J8CgiPp7OvXr5cD1M9KFS9cEIipIjwPwVkf1gyLT1h1F5pHN0sfk+PkD1VsC+mDJtZYpEozeD8t7Jsli2QZMlRMUKRAGVGkmq6zofvLGf2rIGqv2IF1goOk3/w22fwgaUbw4RHcCcQyNtaCICIl07NwZW//5x2bHEBEUCQwMxM7t21Gzpvrvj9ouPy9ahLGjRkuWtfZBueiaIo7aEZfoJvLl/PmSddQc4KmgiHiG7MfMNGjQEHv37nHo0aZNn46uTzzu0L286YFA+7btcPaM5d//v61bi2rVch+DJcetWqXKWe+2ePcnvTcZ+/fvx6/LliM93X5P9nLly+Gt4cPx9Rdf4uDBg1nT7dq7x+GuIq8OHoIN60XA8ME1fdZMdO7SRc7jcIwbBRgUcSM2p6IABShAAacFYu9lYvySZBy/ar+biC4AGNZBj/Z1A5yekwUokNcEGBQx7RiDInntzeV6fUaAQRGf2Uo+CAUoQAEKUIACFMgSYFBE/ZfhszX7YDiwUbqwjCNSzEU61SuNGqXU7dTx2/7LOHFgP3D1uP211msPiLCIzMsVoZapM74EEu/YX4ECT1FoWPsa8Bd9i914HThwAC0feQTFihfH6ZMn7c5sPobmfC9TQOd4XBqqhwWg7d5SqFu3LubOnm33WJlXhw41/gBl3pw5eOmll9z4lMqnOnXyFDq1b2/zxoqVKuGZZ5/BCy++aByzb+9e9OrR02K8+BB99Ngx6Ne/v/IFOHmHJ4MiYumzZszAzOkzcj1FwYIFse+QKSAgOtn06t4DJ06csPm0oYULY/e+vU5q5O/b9+zeYwx5VapcCbNmzMS9e/eM3+9bd2xXBGOtk8jJs5YBFBEUEd8Lixf9gmXLlhrrf/LpNOOxU+Hh4RbzxcfHo2G9h7L+zJFjaH78YSEmjBtnrNG5S2dUrVYNd+PvYuToUYqejYPdI8CgiHucOQsFKEABCqgjsHJvKmasS5EsVr+8P8Z31yMkyL3/Hie5MA6ggBsEGBQxITMo4oaXjVNQwJoAgyJ8LyhAAQpQgAIUoIDvCTAoov6eLtt9Eef+XAWkJtkuHljI1KVD5hVeSI8XWlSSOVresL3nb2Hz7uPAqW32b1AYwBjYugpCgtQ99mPq18uA62dVXWf7OqVQu4z9Y3/kSSobJTp99OzRAz/9+KPkjSIsUvCHV9C8pN4YFCkZrMG7/p0kQyKi8IIFCzBo8GC7nUskF+CGAddjYtCzW3dcu3Yt12z+/v54pFUrfP7VlxBBkOxXrWrVjd00cl59+/XDuAnj3bDyB1N4MigiwgLVK+c+bikoKAhff7MAjZs0sbDYvXs3nnu6j81uFNv/3ZUrZOBWTB+abPLEd/Hdt98an0jp0T7WOok8/cwzVnU2rFuPV4cMkZynxxNPWnQWUXoMzRNduuLokSPGeXbs/hdFixb1od3yvUdhUMT39pRPRAEKUMBXBW7EZ2L80mScvGa/m0iQDhjZRY+W1dlNxFffBT6XfQEGRUw+DIrwO4UCHhJgUMRD8JyWAhSgAAUoQAEKuFCAQRH1cW8lGLBg7W7glK3fIPcDaj8GBOgUTV4wMAD9H6kMrb9G0X32Bn/55ynEnz4A3DhvfVihcKCS5QfNciZ/tnkkSoQGyRkqa8yGQ1dxaP0yIDXZ+viydYCiZWXVyj6oZbViaFLR8jfvFRdRcMO48ePx4Ucf4dNp0/Daq6/KunNw/SL45kQyNH5+KBmUiTM3E2Xdd/r0adSoVQtdOnc2flhdqFAhWfe5e5A4EqN3j55IS0szTl27Tm307tMH3bp3h16vt7ucNatX443XhuYa81D9+pg1ZzZKlCjhlsfxVFCka6fOOH7sWK5nFG6Hj+f+85wD165Zg28XLIDogmG+Vq7+DTXywFFFbtlYFSapElnRWOXbH75H86goyYo5O4lMnvIebAVEzMXkBkXEeGc6i5ifRdRRGnyRfHAOUF2AQRHVSVmQAhSgAAVcJLDs31TM/l26m0iTSv4Y102PYB27ibhoK1jWywUYFDFtEIMiXv6icnm+K8CgiO/uLZ+MAhSgAAUoQIH8K8CgiGv2fsHfZ3Br7x9A0t3cEyjsJpK9QIuqxfBwJfWCDZuPRWPv8QvA8X+sQ5SsChSvrBipTJFg9H64guL7bN1w9vpdLF+9CYg+ZX1I9VZAYAHF8+kDNHitXXXF9zl6Q1TLlti1axe6dumCS5cvyypz5ugBpGv00Gj8kZiUgLrZjo+wV6BAgQLYunWrccjVy5cREREhaz5PDJo7ew4+mzkTj7Vti5mzP1O0hDo1aiI5OXeAKCwsDLv2PghAKCqqcLAngiJ//fknBryY+5idoOBgzP18nvH4EbnX4UOH0adXL6MjAwBy1aTHZWZmompFUyco0dnlx58XSd6Us5NIzuNmrBVQEhQR9zvSWWTb1m144bnnjNPr9YE4fPyo5LNwgGcFGBTxrD9npwAFKEABeQIxdzIxfkkyTsfY7yZSQA+MejwQzarIPxJV3go4igJ5R4BBEdNeMSiSd95ZrtTHBBgU8bEN5eNQgAIUoAAFKEABAAyKuOY1SDCk4cvNJ5C+b23uCUrVBIo5HqJ4q2NNVRe9cNs5RP+11HrNWo8C2kCH5hvWvgb8Ner9tteWk9exc+l3uddSoDBQpblDaxQ39WtZCUUL2u9c4XDxHDfGXL+OMmXLYsp772HE8OGyyjYoXRDXEjJgSM9EZiYQd8/OkUbZKopOHQ0bN8bRw4dRuXLlXEe3yJo8jww6fvw4unbsZHW1DRo2wM9Llrj0SdwZFDl75gzat21n9XmKlyiOLdttdTJyKQGL5xAY8dbbWL5smcWfFiteHBs2/gER4sp5OdJJxFxDaVBE3Cc6i7z4fN+so2jEMTTfLfwBImCV8/r6y6/w4fvvW/xxQEAAVq9bi4qV1D0SjS+SegIMiqhnyUoUoAAFKOA6gZ93pOKLTdLdRKKq+mPME3roter9+6XrnoqVKeAaAQZFTK4Mirjm/WJVCkgKMCgiScQBFKAABShAAQpQIM8JMCjiui3748g1HFi5MPcE5esDYSUdnrhHo3KoEFHQ4ftz3ngq5i5WLvkViI/JXbNeR8DPsR/GiSNdxNEual1JKemYM2M2kJbjB4mhJYDIBg5PUzwkEM80jzQe7eKOS6vX46WXXsK8OXMkp7t9+zbealUR01uG4nhcGs7cSUPpkb+gZcuWkvcu//VX9OrdG6kGg+RYXxiQdSxGJoAcWzl67Fj07fcC/P1d8xuI7giKiKN5vpj3OeZ89hkMNva0Q6eOmDV7ti9sZ55/hu3btqPvs8/meo5+/ftjzLixFn+eMyTi5+cHOZ1EzEUcCYqIe60dQ7Nqzepca65XqzYSEy2PvBIBrEWLF/t0AC2vv4QMiuT1HeT6KUABCvi+wLXbmRi3OBnnbtjvJlIo0A9jntSjcUXX/LO870vzCX1FgEER004yKOIrbzSfI88JMCiS57aMC6YABShAAQpQgAKSAgyKSBI5PCA+KRVffvUDcC/WskbFxkCI48eAFArU4oUWFaHXqveDsqkrdpuOn8lIf7BW/wCgzn8cfn6RuxDHz5QOC3a4Rs4bp36/Frh8xPKPi5QFytVxao7mVSLQrLLjeyJ3cvFha3ixYmjYsCH++esvu7eJkEjHzp2xof5ViMYsIihSPSwAFX5JxLIlSyTDIu9NmYJ3J02C6EBRtkwZuUvMk+OuXLmC1i3sh2fq1quHdydPRu06tVV/RncERUTHFNE5xd4lujwcO3VS9edjQccEXh08BBvWr7e4WaPR4MSZ0xZ/lvO4mUnvTcbTzzwje1JHgyJigpzH0IjjmrJ3FcnIyIBYX85r2coVqFPHub93ZT8gBzokwKCIQ2y8iQIUoAAF3CiwcFsq5v8p3U2kVfUAjHpCB62/e4L9biTgVBRQJMCgiImLQRFFrw0HU0A9AQZF1LNkJQpQgAIUoAAFKOAtAgyKuHYnFu+6gIvHDwNXjj2YSHS/EF0wnLzUPIJm55mb2HIiBjiQ7agcPw1Qr4OTqwTUXOeVuEQs/vsI0o9mC1mI7iyiS4uT12vtqkMfoHGyiv3bk5OTUSg01DjIXqePZlFRqFu3LubOno2kN0xHO5iDIgVmnYPoFjLo5ZdxI8ZKF5j7SygYEgKNvz9+WbQIHdq3d+lzebK4MG3ZPAq34+JkLUMc+yG6Ogz775uyxssZ5KqgSFxcHFpFtUBSkrzjhsRaRVBEBEZ4eYeACFnUb1DfeGzU3j17jItq1rwZFnz7nfFomjGjRkGEMcSltJOI+QmdCYqIGtY6i4hjaI4eOYL+L/Qzrk8EXAYMGoTlS5cau4vsP3zIO4C5CpsCDIrw5aAABShAAW8WuBqXgbGLDbhw0343kZAgP4zvpkf9Cur9koQ3u3BtFLAnwKCISYdBEX6fUMBDAgyKeAie01KAAhSgAAUoQAEXCjAo4kJcAMmp6fhp+znc2vrrg4nK1gGKlnV64h6Ny6FCuHpH0Kw9eAVHNywHUpMfrK1ue0Dj3A/l1D6C5siV21j33VcP1lgoAqjU2GnPMmHB6N64HLT+rg2LjJ8wAR9+9BFSkrM5Z1u96CQyctQoY0hEfDib8uv7xq8eu3QDNcpGQPfkaOP/FmGR8KJFbXYWEUfcPNWzJ7784guIcISvXot//gWj33lH8eO9+dZ/8ezzzyP0fnBHcYFsN7giKPLp1Gn4dsECJCQkKFrajM9moVPnzoru4WDXCVy7dg0lS5bEzZs38Xinzrhx44Zxsie7dcPKFSssQiJKO4mYV+1sUETUydlZpHqNGrh29Sru3LljnGboG2/g9WFvID0tHZcuX0KFChVch8bKqggwKKIKI4tQgAIUoICLBL77JwXf/pMqWf2xWgF4p6seGtf+K5rkOjiAAt4gwKCIaRcYFPGGt5FryJcCDIrky23nQ1OAAhSgAAUo4OMCDIq4Z4MXbDyMWwf+BgyJQLFKQKlqqkzsr/HDsPY1VKkliqw7eBVHjhwDLuyH8Vfgq7UEggqpUr9B+SJoU9P5TipiMQcvxuH3teuAW1cAfTBQo7UqaxRFShYOwjPNIlWrl7NQWloauj/1FIqGhWHB/PkWXzZ3Evl87txc8x89ehQ1a9a0+HNbnUUW/vgjRo0ejX/+/hvly5Vz2bN4Q+EqkRXtLqNU6dK4euWKzTEijNM8Kgq9+zyNDh07OvRIagRFDAYDBrzYHzt37ECm+N6zcWm1WqSm2v+h+q+rVqJWbfWP2HEIhzdZCIgOIr8s+tn4Zw83bWrc78lT3lN01ExOUjWCIqKmubOIOHomOCgYV66avm+27NiO4sWLcyfzmACDInlsw7hcClCAAvlI4MqtDIxZbMClWPvdRAoX8MPE7oGoU5YpkXz0evBR7QgwKGLCYVCE3yYU8JAAgyIegue0FKAABShAAQpQwIUCDIq4EDdbadFZZMm2k4jZthooWR0obv/DbSWreqxmCTxUvoiSW2yOFZ9Pbzx6DQeOnATO/AvUbAPoglSpLYqIUIsIt6hxHRWdRdb/icy7N4CqUWqUzKoxsHUVhARpVa1pLvbtt98aj3AQx0xs3rgRUVGmtefsJJJzcmtBETEmZ2cR8WFv7Tp1cC06Gt27dcPPixa55Dm8pai9oEjvp5/Gu5Mno3+/F7Bt6zbJJT/dpw86deliPBpEyeVMUEQEh8aOHo3f128wflBv72rz6KMYNXYMFnw9Hz8tXGhzaK/evTHlww+UPALHukFAHCXUuX2HrK4iYsqatWpixW+/OTW7WkERsYjn+vTBxYsXce3qtaw1ie47r7z2mlNr5M3uF2BQxP3mnJECFKAABeQJLPgrBT9sle4m0qFeAIZ31ssrylEUyAcCDIqYNplBkXzwsvMRvVOAQRHv3BeuigIUoAAFKEABCjgjwKCIM3rK71286wIuxio7SkLuLOLolN5N1TsOYOrao3KnVjSugD4Agx+tqugee4NnbDiGtHTbHRgcnUjtbi3Z17F161b8s2ULxo0fj65duhhDHXXr1oW1TiLm+2wFRcTXzZ1FJk6YgGFvvok2rVujb9++eO7ZZx19/Dxx38zpMzBrxoxca9Xr9fjwfx+jS9euFl/LyMhA+8fa4vz587Ker3KVKmjYsCEaNGqIx594AgEBAVbvkxMUEV1ATp08ie++/RZ79+zFubNnZa2hStUqeGPYm2jfsUOu8bWr14DoRGLtOnVOXn1Zi+AgpwXEES6dO3RETHR0rlpNmzXDtOmfIqJYMYfmUSsoYu8YpxHvjMTAl192aH28yTMCDIp4xp2zUoACFKCAfQHRRWTMLwZcibPfTSS8kKmbSI3S7CbCd4oCZgEGRUwSDIrwe4ICHhJgUMRD8JyWAhSgAAUoQAEKuFCAQREX4lopnZqegWX/XsTluESXTNynaQWUCgtWpfaWk9ex88xNVWrlLPJozRKor1IXlPM37uHXvZeQnqF+WKRm6VC0q1UKAf7qdEHJ7iBCC02bN8e+ffswcOBAzJ41y9hlxNZlLygi7lm2fDn6PPMMQkJCcPDAAZQsoc4xPy55AVQoKjpxtG75iNUP3n9a/AsaNWpkdZb0tHSsXbMGb77xhqJViJBIpUqV0PKRR1CmbFljJ4jCYWEIK1wYXTt1RnR0NCpWqoRlK37F9ZgYxMXdxu3bccajRS5fvoyNv/+B9PR0RXPWb9AAixb/AnE8jrVLBE6GDBqEW7du5fry8dOn4O/vr2g+DnatwIULF/Ds032svrNFihTB/6ZNxSOtWilehBpBkbfefBMrf11hdW4REBFBEV55S4BBkby1X1wtBShAgfwi8OXmFCzaLt1N5MmGWgxtr8svLHxOCsgSYFDExMSgiKzXhYMooL4AgyLqm7IiBShAAQpQgAIU8LQAgyLu34GklHR8u+UMEgxpqk+u8fNDVNUINKkYrkrt5bsv4uyNe6rUylmkRqlQdKpXWpXae87H4s9jMarUylkkolAg+rZQ76ggc/1jx46hSdOmQGYmHn/8cXz91VcIDAy0+QxSQZG58+bh7eHDkZKSghnTp+OVIUNc4uEtRX9bucpq2KN8+fL448/NksvcsX07PpzyAY4cOSw51hMDFi1ejIaNGkpOLcIHbVu3yTXui6+/gjiqhpd3CVy5fNkYcBJXtx49sGL5cojQmLhEIGjPgf0oWLCgokU7GxQRxzK98NxzWXNWrlwZlSpXxvp164x/xu40irbDawYzKOI1W8GFUIACFKDAfYGLNzMw+hcDrt22302keKgf3u0RiCol2E2ELw8FsgswKGLSYFCE3xcU8JAAgyIegue0FKAABShAAQpQwIUCDIq4EFeitKuOdhHTFgsJRJeHyiCsgPO/heXKdQZq/dGhbilUKlbI6Y2Ytu6oyFy45BKNPppVjkDTShGw0/RD8dyxsbEYPXYsChUsiBmzZmHi+PF4c9gwBAfn7gpjLSiSmZlp7CTydJ8+eOSRR9C4USM83rUrmjdvrngtee2GKpGW4Z2OnToZOzKIY2fkXu+/9x4WfD1f7nC3jlPy4bwIB418ezh+W7Uqa42iO836P35HZEX1Q05uhfDBye7cvo3QwoWznuyZ3k/j3127LJ50/rffGLvXyLkcCYqILjTfzJ+PubPnZE0RoNXi2MkTWf875zrlrIVjvEeAQRHv2QuuhAIUoAAFTAJz/0jBkl3S3UR6N9Vi0KPO/3ss3SngawIMiph2lEERX3uz+Tx5RoBBkTyzVVwoBShAAQpQgAIUkC3AoIhsKtUHfrruGDJclWwAoPXX4PX/VHd63Qv+PoNbCQan69grII6hEcfROHP9fvgaDl6Kc6aE5L1ligSj98MVJMc5MqBqjRo4d/YsikVEYOfOnShT2rLbSs6gSEJCAlq1aYMDBw4Yjxg5dvQoIiu4Zm2OPI+r78kZFDlx5rTNI1psreW/w4Zh1YqVrl6qQ/WVBEXEBCI0NGvGTMyaMSNrvr79+mHchPEOzc+b3Cew+OdfMPqdd3JNWLduXfyybKnkEUJKgyIiILXop0VISrQ8Aq148eLYsmO7+x6cM7lUgEERl/KyOAUoQAEKKBS4cDMDo35ORswd+8n+UmEaTOqpR2QEu4koJM7bw8Vrof5pr3nbxMrqGRQxoTAo4nOvNh8orwgwKJJXdorrpAAFKEABClCAAvIFGBSRb6X2SHH0zNd/nTZ2qAgJ0qJ0WLDxPwsFalE8NAgF9QHQBUj/gOx6fDJu3jUgJj4Jhy/fRkqaZSvf0GAdOtcrjZKFgxx+hJ92nEfMnSTj2sxrLRSkRcnQIATr/BGsD5CsLTIxZ67fRUx8Mg5fisO9HEfviGBL6xrFUbdsmGQtWwO2nbqBHWduoIA+AKFBOpQKCzKuuVThYOOfFQyUXqeofTE2IWudcYkpuTqV1CsXhra1Sjq8Tms3xly/jkWLFmHQwIEoUaoUDCkpSE+zfTxRcIECOHbkCGKio5GWlobGjRuruh5vL7Z2zRqMHTUa02ZMR6vWrR1abteOnXD8+HGr9w7775t4dejQrK/t3bMXZ8+cwc4dO3D50iUc2H8AqWm2fyNSq9WibLlyqFevHsqULYtWrVuhStWqFt1icoZdsi9EaVDEfO8/f/+N1199DZOnTEGXx7s65MKb3CtQvXIVpKenS076zHPPommzZhDdc7Jf9oIiou78r77C9m3bId4NqcvR906qLr/ufgEGRdxvzhkpQAEKUMC2wJw/UrBURjeRF1rq0LellpQUoIAVAQZFTCgMivDbgwIeEmBQxEPwnJYCFKAABShAAQq4UIBBERfiyigdn5RqDF6oecUlpBgDI9duJ+HSrQRjaY2fH4a1r+HwsSlJKekI0vmruUwkGtJw6PJtRN9JMq5VBGfE9WrbahBH0jhypaVnQqMxPa9alwjeHL5y2xiUEesUvuJ6oUUlhBeSf8yJkvVo7x+fEhISguefew4/LFxoDIO0a9sW16KjjR1HxJVqcG2nFyVr9sTYCxcuoHz58g5P3bzJw7hx40au+8uVL4c169fbPcZm+rRPMXvWLJtzDx85AoMGD7a7ttYtWuLKlStWxzjzgb3oLlOjZk2HXXijewX+99HHxmNgxBFC5qt5VHNs27rN6kJKlymDyMhIPNa2LYqGF8XFixfx80+LjGNHjRmNxMRE/Ll5M86fO4ezZ84a/3fOSxx9071Hd4ujl6rXqIFVa1a79+E5m8sEGBRxGa3vFuZvc/vu3vLJKOBhgUuxGRi5SLqbSNmiGkx+So+yRaR/WcLDj8TpKeARAQZFTOwMinjk9eOkFAAYFOFbQAEKUIACFKAABXxPgEER39tTW08kwh6x9wwQx6d485WangHRJUV0WPHmS3RIuXkvGRGFAl2+TNFtRBwTUSEfHS3jatS4uDg0adDQ6jRyQhr37t1Do4fqW+0EodPpsPfgAbtBE/PEA17sj7/+/DPXOg4dO4rAQNe/W652Zn1lAuI4pCkffICgIFMHKBEgmTL5PWVF7IwuVKiQ8d00X6Izz769ezF67FjV5mAh7xBgUMQ79oGroAAFKEAB4IvNKfh5u+1OfGajQY/q0Lupur9EQX8K+JIAgyKm3WRQxJfeaj5LnhJgUCRPbRcXSwEKUIACFKAABWQJMCgii4mDKEABHxM4feoUOv6nfa6nEuEMEdKQc3Xt1BnHjx3LNbRho4ZYtHixnBI4f/482rV5NNfYv7ZuQalSpWTV4CDfFfh06jTM+ewziwesXKUyrsdcR3x83dwPIgAAIABJREFUvM0H9/f3R5kyZXAnPh634+Kyxvn5+eHk2TO+C8YnyxJgUIQvAwUoQAEKeIPA5VsZGPWzAVfjLI9Hzbm28uEavN8rECUKq9cZ0huen2uggJoCDIqYNBkUUfOtYi0KKBBgUEQBFodSgAIUoAAFKECBPCLAoEge2SgukwIUUFVg544deK7PM7lq/vfttzHk1VdkzTVx/Hgs/P6HXGPFkTPi6Bm5V5XIirmGLlu5AnXq1JFbguN8VGDcmLFY9OOPFk9n7nize/dufDFvHjZv3GTx9VlzZhuPpdFqtdi6ZQv6Pd/X6v0+SsbHui/AoAhfBQpQgAIU8AaB+X+lYOFW6W4ir7TVoUcTdhPxhj3jGrxXgEER094wKOK97yhX5uMCDIr4+Abz8ShAAQpQgAIUyJcCDIrky23nQ1Mg3wt8/913mDRhooXDVwvmo1Xr1rJtxA/qWkW1yDV+557dKFKkiOw6G9atx6tDhliM/+h/H6N7z56ya3Cg7wss+WUxTpw4gTHjHhwTs3/fPjzVvUfWw7d85BHM//YbC4xPp05F86goPNy0qe8j8QmzBBgU4ctAAQpQgAKeFhBdREQ3EdFVxN5VtqgGHz0diOKh7Cbi6T3j/N4twKCIaX8YFPHu95Sr82EBBkV8eHP5aBSgAAUoQAEK5FsBBkXy7dbzwSmQrwVmfDodn82caWFg7tSgBOaR5lG4du2a03UGvvQS/ty0OavOiHdGYuDLLytZCsfmQ4GkxER8NuvB0TT1G9RH23bt8qEEHzmnAIMifCcoQAEKUMDTAt9vScE3f0t3ExnYRoenm7GbiKf3i/N7vwCDIqY9YlDE+99VrtBHBRgU8dGN5WNRgAIUoAAFKJCvBRgUydfbz4enQL4VEB08RCcP8yWOihFHxii9rHUmcSRwIubNfgRNt+7d8fHUT5Quh+MpQAEKGAUYFOGLQAEKUIACnhSIvp2J0b8k48JN+91EShfR4MPeepQK03hyuZybAnlCgEER0zYxKJInXlcu0hcFGBTxxV3lM1GAAhSgAAUokN8FGBTJ728An58C+VOgz1O9sHv3buPDR0ZG4rd1a6HT6RRjHDt6FI937mJxn6NBkTaPtMLlS5eMtR5p1Qpff7NA8Xp4AwUoQAEhwKAI3wMKUIACFPCkwE/bUvHVnymSS3ixlQ7PRbGbiCQUB1AAAIMipteAQRF+O1DAQwIMingIntNSgAIUoAAFKEABFwowKOJCXJamAAW8XmD7tu1o1ryZU+vM3gmkfccO+GzOHIfrbdu6FfUbNEBQUJDDNXgjBShAAQZF+A5QgAIUoICnBK7dzsC4xQacu2G/m0ipwhp88LQeZYqwm4in9orz5i0BBkVM+8WgSN56b7laVwtkAvBz9SSm+gyKuMeZs1CAAhSgAAUoQAF3CjAo4k5tzkUBCviiQPagyOixY/HiS/198TH5TBSgQB4SYFAkD20Wl0oBClDAxwS+/ScF3/2TKvlUz7fQod8j7CYiCcUBFLgvwKCICYJBEX5LUMBDAgyKeAie01KAAhSgAAUoQAEXCjAo4kJclqYABfKFQPagyNJfl6NuvXr54rn5kBSggPcKMCjivXvDlVGAAhTwZYFLsRkYu9iAy7fsdxMpEeqH93sHonw4u4n48vvAZ1NXgEERkyeDIuq+V6xGAdkCDIrIpuJAClCAAhSgAAUokGcEGBTJM1vFhVKAAl4qcOXKFWSkpyNAq0XJkiW9dJVcFgUokJ8EGBTJT7vNZ6UABSjgHQKZmcC8jSlYsku6m0ifZloMaKPzjoVzFRTIIwIMipg2ikGRPPLCcpm+J8CgiO/tKZ+IAhSgAAUoQAEKMCjCd4ACFKAABShAAQr4lgCDIr61n3waClCAAnlB4EyM6CaSjOvxmXaXWypMg0k99YiMYDeRvLCvXKP3CDAoYtoLBkW8553kSvKZAIMi+WzD+bgUoAAFKEABCuQLAQZF8sU28yEpQAEKUIACFMhHAgyK5KPN5qNSgAIU8AKB1HRg5noD1uxPk1xN/1Y6PBullRzHARSggKUAgyImDwZF+J1BAQ8JMCjiIXhOSwEKUIACFKAABVwowKCIC3FZmgIUoAAFKEABCnhAgEERD6BzSgpQgAL5WODQpXRMXGbA7QT73UQqRGgwuaceoqsILwpQQJkAgyImLwZFlL03HE0B1QQYFFGNkoUoQAEKUIACFKCA1wgwKOI1W8GFUIACFKAABShAAVUEGBRRhZFFKEABClBAhkBSCjB1jQGbj9rvJqL1B15tp0fXBgEyqnIIBSiQU4BBEZMIgyL83qCAhwQYFPEQPKelAAUoQAEKUIACLhRgUMSFuCxNAQpQgAIUoAAFPCDAoIgH0DklBShAgXwqsPN0Ot5bYUCiwX43kTpl/TGhux5hBfzyqRQfmwLOCTAoYvJjUMS594h3U8BhAQZFHKbjjRSgAAUoQAEKUMBrBRgU8dqt4cIoQAEKUIACFKCAQwIMijjExpsoQAEKUEChQHxSJj5YYcCus+l27wzW++HtTjq0qsFuIgqJOZwCWQIMipgoZAVFXhowAGXLlOHrQwEKqCjAoIiKmCxFAQpQgAIUoAAFvESAQREv2QgugwIUoAAFKEABCqgkwKCISpAsQwEKUIACdgU2HknDx6sMSMuwDxVVNQCjn9AhUMtuInylKOCoAIMiwKXLl7F2zRoIC/M1ceJE+E2YMMGipxGDIo6+ZryPArYFGBTh20EBClCAAhSgAAV8T4BBEd/bUz4RBShAAQpQgAL5W4BBkfy9/3x6ClCAAu4QiL2XiUnLk3H4kv2USGiwH8Y/qcdDFfzdsSzOQQGfFWBQREFQRKRHeFGAAuoKMCiirierUYACFKAABShAAW8QYFDEG3aBa6AABShAAQpQgALqCTAoop4lK1GAAhSggHWBlXtTMWNdiiRP29oBGPW4XnIcB1CAAvYFGBQx+cg6eoZBEX47UUB9AQZF1DdlRQpQgAIUoAAFKOBpAQZFPL0DnJ8CFKAABShAAQqoK8CgSDZP0YecJx2o+4KxGgUokO8FYu5kYuKyZJy8Jt1NZGKPQNQtq8n3ZgSggLMCDIqYBBkUcfZN4v0UcFCAQREH4XgbBShAAQpQgAIU8GIBBkW8eHO4NApQgAIUoAAFKOCAAIMiDqDxFgpQgAIUkC3w47ZUfP0nu4nIBuNACqggwKCICZFBERVeJpaggCMCDIo4osZ7KEABClCAAhSggHcLMCji3fvD1VGAAhSgAAUoQAGlAgyKKBXjeApQgAIUkCtwKTYD45cYcDGW3UTkmnEcBdQQYFDEpMigiBpvE2tQwAEBBkUcQOMtFKAABShAAQpQwMsFGBTx8g3i8ihAAQpQgAIUoIBCAQZFFIJxOAUoQAEKyBLIyAA+35SCJbtSJce3rR2AUY/rJcdxAAUoIE+AQRGTE4Mi8t4XjqKA6gIMiqhOyoIUoAAFKEABClDA4wIMinh8C7gAClCAAhSgAAUooKoAgyKqcrIYBShAAQrcFzh5LQPjlybjRnymXZPQID9M7BGIuuU0tKMABVQSYFDEBMmgiEovFMtQQKkAgyJKxTieAhSgAAUoQAEKeL8AgyLev0dcIQUoQAEKUIACFFAiwKCIEi2OpQAFKEABOQJJKcDM9QZsOJQmObx9nQCM6MpuIpJQHEABBQIMipiwGBRR8NJwKAXUFGBQRE1N1qIABShAAQpQgALeIcCgiHfsA1dBAQpQgAIUoAAF1BJgUEQtSdahAAUoQAGzwJaT6fjfbwbcS7bfTaR4qB/GPRmIGqXZTYRvDwXUFGBQxKTJoIiabxVrUUCBAIMiCrA4lAIUoAAFKEABCuQRAQZF8shGcZkUoAAFKEABClBApgCDIjKhOIwCFKAABWQJ3Lybifd+TcahSxmS459trkX/1jrJcRxAAQooE2BQxOTFoIiy94ajKaCaAIMiqlGyEAUoQAEKUIACFPAaAQZFvGYruBAKUIACFKAABSigigCDIqowsggFKEABCtwXWLIrFXP/SJH0KB+uwaQeepQpym4iklgcQAGFAgyKmMAYFFH44nA4BdQSYFBELUnWoQAFKEABClCAAt4jwKCI9+wFV0IBClCAAhSgAAXUEGBQRA1F1qAABShAASFw5VYGJi414OwN+91EdAHAK2316NoggHAUoIALBBgUMaEyKOKCl4slKSBHgEEROUocQwEKUIACFKAABfKWAIMieWu/uFoKUIACFKAABSggJcCgiJQQv04BClCAAnIEMjKBrzan4OcdqZLDG0b6Y/QTehQO9pMcywEUoIByAQZFTGYMiih/d3gHBVQRYFBEFUYWoQAFKEABClCAAl4lwKCIV20HF0MBClCAAhSgAAWcFmBQxGlCFqAABShAAQCnojMwfkkyrsdn2vUoUtAP7zyuR8MK/nSjAAVcJMCgiAmWQREXvWAsSwEpAQZFpIT4dQpQgAIUoAAFKJD3BBgUyXt7xhVTgAIUoAAFKEABewIMivD9oAAFKEABZwWSUoDp6wz443CaZKnHG2rxRnud5DgOoAAFHBdgUMRkx6CI4+8Q76SAUwIMijjFx5spQAEKUIACFKCAVwowKOKV28JFUYACFKAABShAAYcFGBRxmI43UoACFKDAfYEdp9IxZaUBiQb73URKFtZgQnc9qpTQ0I4CFHChAIMiJlwGRVz4krE0BewJMCjC94MCFKAABShAAQr4ngCDIr63p3wiClCAAhSgAAXytwCDIvl7//n0FKAABZwViEvIxPsrDNh7Pl2y1IutdHguSis5jgMoQAHnBBgUMfkxKOLce8S7KeCwAIMiDtPxRgpQgAIUoAAFKOC1AgyKeO3WcGEUoAAFKEABClDAIQEGRRxi400UoAAFKHBfYPX+NExbY5D0iIzQYPJTgShZ2E9yLAdQgALOCTAoYvJjUMS594h3U8BhAQZFHKbjjRSgAAUoQAEKUMBrBVQLiohutPzZkNfuMxdGAQpQgAIUoED+EWBQJP/sNZ+UAhSggNoC0XcyMGmZASeuZdgtrdcCQ/+jR8d6AWovgfUoQAErAgyKmFAYFOG3BwU8JMCgiIfgOS0FKEABClCAAhRwoYBqQREXrpGlKUABClCAAhSgAAXkCzAoIt+KIylAAQpQwFLguy0p+PbvVEmWhpH+GPekHoWC+BsjklgcQAEVBHwiKKLCL5kxKKLCy8QSFHBEgEERR9R4DwUoQAEKUIACFPBuAQZFvHt/uDoKUIACFKAABSigVIBBEaViHE8BClCAAkLgws0MjFtiwJVb9ruJhAb74Z2uejSp5E84ClDATQI+ERRRwYpBERUQWYICjggwKOKIGu+hAAUoQAEKUIAC3i3AoIh37w9XRwEKUIACFKAABZQKMCiiVIzjKUABClAgJQ2Y87sBq/alSWL8p04AhnfRQ8NmIpJWHEABtQQYFDFJMiii1hvFOhRQKMCgiEIwDqcABShAAQpQgAJ5QIBBkTywSVwiBShAAQpQgAIUUCDAoIgCLA6lAAUoQAGjwL4L6Zi83IA7ieJsCNtXsRA/jOsWiJqlNZSjAAXcKMCgiAmbQRE3vnScigLZBRgU4ftAAQpQgAIUoAAFfE+AQRHf21M+EQUoQAEKUIAC+VuAQZH8vf98egpQgAJKBW4nZOLj3wzYeSZd8tY+zbQY0EYnOY4DKEABdQUYFDF5Miii7nvFahSQLcCgiGwqDqQABShAAQpQgAJ5RoBBkTyzVVwoBShAAQpQgAIUkCXAoIgsJg6iAAUoQIH7Ar/tS8P0tQbY7yUClC2q+T979wEdZZW3AfyZPpn03kMJhEBAQIooSFFEiihioygi8IF1BXVdXRuWxa6ra1sLq6iggmIDRFRABATpCoL0lkBI79O/c9+BkJAy7ySTTHvec76DH7nvLb97w0Ly5H/xxDU6pMWwmggPDwVaW4BBEYc4gyKtffI4HgVOCzAowqNAAQpQgAIUoAAF/E+AQRH/21OuiAIUoAAFKECBwBZgUCSw95+rpwAFKOCKwPECm3TlzN6TtkZfU6uAWy/V4ureGle6Z1sKUMBNAgyKOCAZFHHTgWI3FHBVgEERV8XYngIUoAAFKEABCni/AIMi3r9HnCEFKEABClCAAhRwRYBBEVe02JYCFKBA4AqYrcDcVSZ8tsHsFKFLsgqzr9EhOkThtC0bUIAC7hdgUMRhyqCI+88We6SALAEGRWQxsREFKEABClCAAhTwKQEGRXxquzhZClCAAhSgAAXOFRB18vk9q1oqDIrw04QCFKAABeQI/H7Uiqe+NCKvtPFLZ8KCFJg1UouBndRyumUbClCgBQQYFHGgMijSAoeLXVJAjgCDInKU2KbFBfgFoBYn5gAUoAAFKBBYAgyKBNZ+c7UUoAAFKEABCvi/AIMi/r/HXCEFKECB5goUV9jxwhIj1u21Ou1q2Hlq3DtSB7XSaVM2oAAFWkiAQREHLIMiLXTA2C0FnAkwKOJMiB+nAAUoQAEKUIACvifAoIjv7RlnTAEKUIACFKAABRoTYFCE54MCFKAABZwJLNtuwUtLjbA1XkwEiRFKPHy1DpmJTIk4M+XHKdCSAgyKOHQZFGnJU8a+KdCIAIMiPB4UoAAFKEABClDA/wQYFPG/PeWKKEABClCAAhQIbAEGRQJ7/7l6ClCAAs4EcgptePJLI/bk2BptKiqITB6kxfgLNc665McpQIEWFmBQxAHMoEgLHzR2T4GGBBgU4dmgAAUoQAEKUIAC/ifAoIj/7SlXRAEKUIACFKBAYAswKBLY+8/VU4ACFGhMwGoD/rfahAXrzU6hspJVeORqHWLDFE7bsgEFKNCyAgyKOHwZFGnZc8beKdCgAIMiPBwUoAAFKEABClDA/wQYFPG/PeWKKEABClCAAhQIbAEGRQJ7/7l6ClCAAo0J/HnchicWVyG3pPE7Z8INCtw3UoeLMlQEpQAFvECAQRHHJjAo4gWHkVMITAEGRQJz37lqClCAAhSgAAX8W4BBEf/eX66OAhSgAAUoQIHAE2BQJPD2nCumAAUoIEegpNKOl5YasWaP1WnzEd3VmDVSBxWLiTi1YgMKtIYAgyIOZQZFWuO0cQwK1CPAoAiPBQUoQAEKUIACFPA/AQZF/G9PuSIKUIACFKAABQJbgEGRwN5/rp4CFKBAQwLf/27Bi0uMsNgaN0qKVOCRMTpkJLKaCE8TBbxFgEERx04wKOItJ5LzCDgBBkUCbsu5YApQgAIUoAAFAkCAQZEA2GQukQIUoAAFKECBgBJgUCSgtpuLpQAFKCBL4HihDf/6yog92Y2nRDQqYMogLa7vp5HVLxtRgAKtI8CgiMOZQZHWOW8chQJ1BBgU4aGgAAUoQAEKUIAC/ifAoIj/7SlXRAEKUIACFKBAYAswKBLY+8/VU4ACFDhXwGgB5q4yYdFGs1Oc81JVeGiMDjGhvHPGKRYbUKAVBRgUcWAzKNKKh45DUaCmAIMiPA8UoAAFKEABCrSIgB0Av/7QIrRyOmVQRI4S21CAAhSgAAUoQAHfEWBQxHf2ijOlAAUo0BoCmw9Y8fQ3RhSWiy/ANPxEGBT4+xU69OvAK2daY184BgVcEWBQxKHFoIgrp4ZtKeBGAQZF3IjJrihAAQpQgAIUoICXCDAo4iUbwWlQgAIUoAAFKEABNwkwKOImSHZDAQpQwA8E8krteO5bIzYftDpdzRU9NZg5Qsuf5XEqxQYUaH0BBkUc5gyKtP7Z44gUkAQYFOFBoAAFKEABClCAAv4nwKCI/+0pV0QBClCAAhSgQGALMCgS2PvP1VOAAhSoKfDpejPeXmlyipIcpcCjY/TokKB02pYNKECB1hdgUMRhzqBI6589jkgBSYBBER4EClCAAhSgAAUo4H8CDIr4355yRRSgAAUoQAEKBLYAgyKBvf9cPQUoQIEzAgdzbZj9hRHHCmyNoujUwLQhWoztoyEeBSjgpQIMijg2hkERLz2gnJb/CzAo4v97zBVSgAIUoAAFKBB4AgyKBN6ec8UUoAAFKEABCvi3AIMi/r2/XB0FKEABOQKllXa8utyEn3ZZnDbv1VaFf16lQ0SwwmlbNqAABTwjwKCIw51BEc+cP45KAVYU4RmgAAUoQAEKUIACfijAoIgfbiqXRAEKUIACFKBAQAswKBLQ28/FU4ACFJAEVvxhwUtLTTBZ7I2KRIUocP8VOvRpr6IcBSjgxQIMijg2h0ERLz6knJp/C7CiiH/vL1dHAQpQgAIUoEBgCjAoEpj7zlVTgAIUoAAFKOC/AgyK+O/ecmUUoAAF5AhkF9rxr6+M2J1tddpcXDdzx2Vap+3YgAIU8KwAgyIOfwZFPHsOOXoACzAoEsCbz6VTgAIUoAAFKOC3AgyK+O3WcmEUoAAFKEABCgSoAIMiAbrxXDYFKEABAFVmYO5qEz7faHbqkRatxGNjdWgbq3Talg0oQAHPCjAo4vBnUMSz55CjB7AAgyIBvPlcOgUoQAEKUIACfivAoIjfbi0XRgEKUIACFKBAgAowKBKgG89lU4ACFACwfp8Vz39rRHFF41fOBGmB2y7VYVRPNd0oQAEfEGBQxLFJsoIiU6dNQ2pKig9sK6dIAd8RYFDEd/aKM6UABShAAQpQgAJyBRgUkSvFdhSgAAUoQAEKUMA3BBgU8Y194iwpQAEKuFsgp8iO5741YscR51fOXNhRhQdG6xCiV7h7GuyPAhRoAQEGRYCjx45h2dKlEBZnntmzZ0Px2GOP1YrGMSjSAieQXQa8AIMiAX8ECEABClCAAhSggB8KMCjih5vKJVGAAhSgAAUoENACDIoE9PZz8RSgQIAKGC3AvDUmfLLe+ZUzsaEKPHClDj3aqAJUi8umgO8JMCjiQlBEpEf4UIAC7hVgUMS9nuyNAhSgAAUoQAEKeIMAgyLesAucAwUoQAEKUIACFHCfAIMi7rNkTxSgAAV8RWDTQSue/caIgrLGr5wR6xl/oQbThmh9ZWmcJwUoAEhVNHJychAaGoqMjIyANZF19QyDIgF7PrjwFhRgUKQFcdk1BShAAQpQgAIU8JAAgyIeguewFKAABShAAQpQoIUEGBRpIVh2SwEKUMBLBU4W2/HCEiO2HHJ+5Uz7OCUeG6tDSpTSS1fDaVGAAvUJMCjiUGFQhJ8fFPCQAIMiHoLnsBSgAAUoQAEKUKAFBRgUaUFcdk0BClCAAhSgAAU8IMCgiAfQOSQFKEABDwmYrcDHa0348BfnV85EBiswc7gWAzqpPTRbDksBCjRVgEERhxyDIk09QXyPAs0UYFCkmYB8nQIUoAAFKEABCnihAIMiXrgpnBIFKEABClCAAhRohgCDIs3A46sUoAAFfExg+2Ernv7GiFMlzq+cubq3BncO45UzPrbFnC4FJAEGRRwHgUERfkJQwEMCDIp4CJ7DUoACFKAABShAgRYUYFCkBXHZNQUoQAEKUIACFPCAAIMiHkDnkBSgAAU8IJBbYsdLS4347YC8K2ceGaNDWgyvnPHAVnFICjRbgEERByGDIs0+SuyAAk0TYFCkaW58iwIUoAAFKEABCnizAIMi3rw7nBsFKEABClCAAhRwXYBBEdfN+AYFKEABXxMwWoD5a034aK28K2fuHq7Fxbxyxte2mfOlQLUAgyIOCgZF+ElBAQ8JMCjiIXgOSwEKUIACFKAABVpQgEGRFsRl1xSgAAUoQAEKUMADAgyKeACdQ1KAAhRoZYGN+614YYkR+WW8cqaV6TkcBTwiwKCIg51BEY8cPw5KAYBBEZ4CClCAAhSgAAUo4H8CDIr4355yRRSgAAUoQAEKBLYAgyKBvf9cPQUo4P8C2YV2KSSy/QivnPH/3eYKKeAQYFDE4cCgCD8jKOAhAQZFPATPYSlAAQoEsoD4oQhFIANw7RRoeQEGRVremCNQgAIUoAAFKECB1hRgUKQ1tTkWBShAgdYVKDfa8b/VZizexCtnWleeo1HAswIMijj8GRTx7Dnk6AEswKBIAG8+l04BClCAAhSggN8KMCjit1vLhVGAAhSgAAUoEKACDIoE6MZz2RSgQEAIrPrTgpeXmVBW1fiVMwoFMKaXBncO0waECxdJAX8XYFDEscMMivj7Sef6vFaAQRGv3RpOjAIUoAAFKEABCjRZgEGRJtPxRQpQgAIUoAAFKOCVAgyKeOW2cFIUoAAFmi1wKM+G5781YXe28ytnOiYo8c+rdEiLVjZ7XHZAAQp4XoBBEcceMCji+bPIGQSoAIMiAbrxXDYFKEABClCAAn4twKCIX28vF0cBClCAAhSgQAAKMCgSgJvOJVOAAn4vcLLYjrdXmrBql8XpWmNCFZg5XIcLO6qctmUDClDANwQYFHHsE4MivnFeOUs/FGBQxA83lUuiAAUoQAEKUCDgBRgUCfgjQAAKUIACFKAABfxMgEERP9tQLocCFAh4geIKOxasM2PhRrNTC40KuL6fBlMG8coZp1hsQAEfEmBQxLFZDIr40KHlVP1LgEER/9pProYCFKAABShAAQoIAQZFeA4oQAEKUIACFKCAfwkwKOJf+8nVUIACgS1gtABLt1rw7ioTqsx2pxg92qhw/xU6xIcrnLZlAwpQwHcEGBRx7BWDIr5zZjlTPxNgUMTPNpTLoQAFKEABClCgcQHx9ZcA+LoKgyL8RKAABShAAQpQgAL+JcCgiH/tJ1dDAQoEtsC6vVa89r0R4uoZZ09CuAL3jNShVzteOePMih+ngK8JMCji2DEGRXzt5HK+fiPAoIjfbCUXQgEKUIACFKAABaoFGBThYaAABShAAQpQgAL+JcCgiH/tJ1dDAQoErsDeEza8vMyIPTk2pwhBWgVuHKDBuH4ap23ZgAIU8D0BBkUce8agiO+dXc7YTwQYFPGTjeQyKEABClCAAhSgQA0BBkV4HChAAQpQgAIUoIB/CTAo4l/7ydVQgAKBKXA4z4a3fjBh4wGrLIAhXdS4c5gWEYbBpIogAAAgAElEQVQAKI0qS4SNKOBfAgyKOPaTQRH/OtdcjQ8JMCjiQ5vlDVMNkHL93kDNOVCAAhSgAAWaI8CgSHP0+C4FKEABClCAAhTwPgEGRbxvTzgjClCAAq4I5BTZMXe1CT/ttMh6LSNRiftG6pAer5TVno0oQAHfE2BQxLFnDIr43tnljP1EgEERP9lILoMCFKAABShAAQrUEGBQhMeBAhSgAAUoQAEK+JcAgyL+tZ9cDQUoEFgCeaV2fPiLGd9uNctaeEqUUqok0qe9SlZ7NqIABXxTgEERx74xKOKb55ez9gMBBkX8YBO5BApQgAIUoAAFKHCOAIMiPBIUoAAFKEABClDAvwQYFPGv/eRqKECBwBEorrTjk3VmfLZBXkgkOkSBaYO1GHaeOnCQuFIKBKgAgyKOjWdQJEA/AbhszwswKOL5PeAMKEABClCAAhSggLsFGBRxtyj7owAFKEABClCAAp4VYFDEs/4cnQIUoEBTBCpNdizaaMH7P5tkvR6kVeCaPmrcMkgrqz0bUYACvi3AoIhj/xgU8e1zzNn7sACDIj68eZw6BShAAQpQoLUE7AAUrTUYx3GHAIMi7lBkHxSgAAUoQAEKUMB7BBgU8Z694EwoQAEKyBGw2ICvNpnxxg/yQiKizyGd1bh9mBZRwfwijBxjtqGArwswKOLYQQZFfP0kc/4+K8CgiM9uHSdOAQpQgAIUoAAFGhRgUISHgwIUoAAFKEABCviXAIMi/rWfXA0FKOD/Asu2W/DCEqPshWYlK3H3cB3S45Wy32FDClDAtwUYFHHsH4Mivn2OOXsfFmBQxIc3j1OnAAUoQAEK+J2AHdmHtyAkLB5hkSl+t7rWXBCDIq2pzbEoQAEKUIACFKBAywswKNLyxhyBAhSggLsEftplwb++lB8S6ZykxG1DtchKUblrCuyHAhTwAQEGRRybxKCIDxxWTtE/BRgU8c995aooQAEKUIACvijw45ezcfLYDnTvNxFZva/xxSV4zZwZFPGareBEKEABClCAAhSggFsEGBRxCyM7oQAFKNDiAit3WfCUCyGRTolKzLhUi+5pDIm0+OZwAAp4mQCDIo4NYVDEyw4mpxM4AgyKBM5ec6UUoAAFKEABbxUoLjiKHxY/BLsNGH7D81JFET7NE2BQpHl+fJsCFKAABShAAQp4mwCDIt62I5wPBShAgboCroZEOiYoMeMSLXq2ZUiE54kCgSjAoIhj1xkUCcTTzzV7hQCDIl6xDZwEBShAAQpQIKAFPntrAizmSlw86gGktr8goC3ctXgGRdwlyX4oQAEKUIACFKCAdwgwKOId+8BZUIACFGhIwNWQSNtYJW4dqkWfdgyJ8FRRIFAFGBRx7DyDIoH6GcB1e1yAQRGPbwEnQAEKUIACFAhYgaqKInz14V2wmsuhN0Rg7JS5AWvh7oUzKOJuUfZHAQpQgAIUoAAFPCvAoIhn/Tk6BShAgcYEXA2JJEQoMH2IFoM6qwlLAQoEsACDIo7NZ1AkgD8JuHTPCjAo4ll/jk4BClCAAhQIZIElC+5F9tG/EGzQ4OKR/2A1ETceBgZF3IjJrihAAQpQgAIUoIAXCDAo4gWbwClQgAIUqEfA1ZBIZLACN1+swejzNfSkAAUCXIBBEccBYFCkmZ8IeXl5MBqNSE5OhvjGf05ODjIyMprZK18PBAEGRQJhl7lGClCAAhSggPcJ7NmxDCu+ehWREXpcMfFVhEelet8kfXhGDIr48OZx6hSgAAUoQAEKUKAeAQZFeCwoQAEKeJ/Aqj8teHKxUfbEIgwKXN1Hgxv7MyQiG40NKeApATsARcsOzqCIw5dBkWaes7Vr1+LkyZMYO3Ys9uzZg6VLl2LWrFnN7JWvB4IAgyKBsMtcIwUoQAEKtLSAzWaWhlAq+Q99OdancnZjwTuzEGLQQK9XY8KdX8h5jW1cEGBQxAUsNqUABShAAQpQgAI+IMCgiA9sEqdIAQoEjIDNDvy82/WQyFW9NJh0Mb92FDAHhQulgBMBBkUcQAyKNPFTxWazITc3F99++y22b9+OAQMGoKSkBHv37sWMGTOQkJAAg8EAhaLxyJN458CBA1IlEvHfwcHBiI6ORrt27RAXFwelUtnEGZ59LT8/H/v378fx48el34yPj0eHDh0QGxvrdH5nemluH3a7XQrUiHmIX7VarTSPjh07IiIiotlrFB2YzWYcOnQIhw8fhphvZGQkUlNT0b59e+h0OlljuKMPWQMBUgUa8Q9N8fTq1Uvua2xHAQpQgAIUoEANgZNHViM6sQ/UGgNdnAhYzFX47O0ZOHDwCNq3jYBWF4pr/28e3dwswKCIm0HZHQUoQAEKUIACFPCwAIMiHt4ADk8BClDgtIDZCohKIs987UIlkWAFrjqfIREeIgpQoLYAgyIODwZFmvCZUVVVhY0bN0qhh19//RX79u2TQhdBQUFSCKJPnz5SyKN79+7o2rVrvUEIETQRFUh++OEHLF++HFu3boU4lDExMVJ4YvDgwRg5cqTUl9yQw7lLOTOG+GL1sWPHpFCCCK60bdtWuirnvPPOk/5PhDYaetzRh8ViwbZt27Bz504pyHHw4EEpEJOSkoK0tDT06NEDmZmZUKlUTdgNxyvFxcVYt25ddf9Hjhyp7l+ERS688EIpvNPY444+XFkAgyKuaLEtBShAAQpQoK5A9v6lMFWVoG3WOPLIEHjq3iEwmqyIjQ5CYlIMrrr5v9DqQmS8ySauCDAo4ooW21KAAhTwY4FWKJfsx3pcGgW8SoBBEa/aDk6GAhQIUIEqM/DjTgteWupiSERUEhnASiIBemy4bAo0KMCgiIOGQREXP0lE6OHnn3/GwoULpRCHqBoiQhcXX3wxdu/ejVdeeUUKYnz99ddSAGPixIm44YYbEBoaWj2SqK4hQhMvvfQSdu3aJQUYRBhE/H55ebn0eyJQIfr85z//iUsuuaTRMEd9SxB9/fHHH9I8o6KipKtxxDxFhRIRZvnss8+koMr111+P/v37Q61W1+nGHX0Irw0bNuDLL7+UQjMjRoyQQjUigCLWOH/+fBQWFmLy5Mno1q2b7AonNScrKrGI/jdt2oSrr74affv2lYIoRqNRCvSIMUSFFjGGCPDU97ijDxePEiuKuArG9hTgF1p5BihAgRoCFaXHkXvkZ+l32maNp40TAavFhAduG4ygIA06dYxC555X4fwBk112W/fjB4iOa4NO3Qa7/G6gvMCgSKDsNNdJAQpQgAIUoECgCDAoEig7zXVSgALeKlBmtGPF71a89j1DIt66R5wXBXxNgEERx44xKOLiyRWVKh566CGMGjUK1113nVRRRDwibCGCF0uXLsXMmTOlcIQIgojrXubOnYtOnTpVjySuRXnsscekoMT06dMxcOBAhIeHS+EJcZ3N559/jnfeeQc7duxAv379pE0SIQpXHnHAH3nkEaSnp+Pee++tU5VEhCheffVVrF27Fs899xwyMjLqdO+OPv7880/Mnj1bqo5y44031qkaIqp4CIuysjI8+eSTSExMdGWZ0nUz4vofYfzUU09JVVzOfURgZtasWdJ+TZo0CXq9vlYTd/Th0qRPN2ZFkaao8Z36BL74eB7W/LAcG39xfMO0oUej1eK1jz5D15686ogniQIU8H2Bw7sWQOTHtLoIJKWP8P0FteAKjJUleO3pccg9UYRu3RKgVAAT7vxC9ogrvnoZf27/ETabFeP+799ISD7791rZnQRQQwZFAmizuVQKUIACFKAABQJCgEGRgNhmLpICFPBSgeJKO77bbsHbP5lkzzDCoMBVvVlJRDYYG1IgAAUYFHFsOoMiLh7+L774Ah988AHee+896ZoYEbQQT82giAgliEeEJETljqlTp0rXoIhHVOn45ptvMG/ePClAkZWVVaeKhtVqxaJFi3D33XdL1T+efvpp3HffffVW/ahv+qKKx/vvv49nn31Wqigirnap7xHzE9VORFURESYRV+ecedzRR2VlpTT31atX48MPP5SumanvWblypRSYEdVTbrrpJtnrFH2JsM20adPQu3dvPPHEE/VWXhFBkOeff14K4Lz77rvo2bNnrWm4ow8Xj5HUnEGRpqjxnZoCxUWF+PjtN/HxO2/KhhFXPI0adyO6XnARdDot+vXth5AQXjsgG5ANKUABrxE4+Md86e9QoZHpiE7q6zXz8saJrFvxOj54dy6ysmIRE2WQpig3KLJ35xosWThHeicsIg5TZn7gjUv0qjkxKOJV28HJUIACFKAABShAgWYLMCjSbEJ2QAEKUKBJAgVldizZZsb7P5tlv8+QiGwqNqRAQAswKOLYfgZFXPw0EIGD7du344033kBYWFijQZH6uhZXy4gKGoMHD5aqkohvcNT3FBQU4LbbbpOCJiLIITZKVB2R8+Tk5GDKlCnQaDRSpQ0RaKnvqaiowF133YXffvtNup5FXA1z5nFHH6KSx4QJEzBgwAC8+OKLtYIoNedz4sQJ3HLLLdJvifnKrSoiKrB8/PHHmDFjhvTeuHHjGuQRYRRxLY0I3Nx///3VgRJ39CFnT+prw6BIU+X4nhC4OLMtbFarLIyQiEhcfv0EJKS1gUajlq5gioqMxLFjx1FUXIzOmZ3Rvdt5Tbr6SdYE2IgCFKCAmwXKiw8j5+AaqDUqJLYbCp0hVt4IdjsO7foUyR1HQaM9ey2gvJd9t9Wkq86DXq/G4IvbSovocv7V6HHRTY0uqDD/OD58fRpsNiAkLAbX3fI8wiMTfBehFWfOoEgrYnMoClCAAhSgAAUo0AoCDIq0AjKHoAAFKHCOQG6JHd9sMWP+OvkhkchgBa48X4NJF2voSQEKUKBRAQZFHDwMirj4iSICD6KiyH//+1/pWph169ZJPdRXUaS+ro8ePSpd+fLggw8iKiqqwdFFgEEESsR1KsOHD5cCEY21r9mRuP5GXPNy8803S1VFtFptveOI6iZz5szBww8/LK1HVOZQKpVS2+b2IeYvqneIEIcwu+eeexpcq6g8Ij7+6aef4qOPPpKuqZHziGtrRNBFVGhZsWKFVFWkoWfv3r1S9ZTQ0FDJ8kyFF3f0IWeu9bVhUKSpcnxv1/at+L9rr2wUQnwux6el4eIRVyE2OVlqq9Pq0KFDe+nzvLy8AgcOHqzuI7NTJ5zf43ziUoACFPAJgez9P6Kq/ASUKiVSO10Nlbr2tXINLSI/eyPsdhtikvv5xDrdMcmy4hO4fdKwWkGREeNeQmSMIzRS33N4/xas+uZfKCyqkD58813vIjLa8b8lfJwL1BsUEfck1Z8Pd94hW1CAAhSgAAUoQAEKeFSAQRGP8nNwClAgAAWyi+xY/JsZX/wmPyQSH67AyO4a3DiAIZEAPDJcMgVcFmBQxEHGoIiLR0eEEkQIQ1SnEJUpTp06JV2VIjcoIqpniCtfREWRhqqJiCmJ62ceffRRKcghqnKIIIec6yHEeyJcIq61Ee+KQEpjj6iMcscdd0jX44gAi8FgkMZubh+icsrf/vY3qdLHJ598IoU0GnrENTcirCJCLY8//jgeeughiOsxnD3CUeyDcBFjdOjQocFXjh8/Ljn+/vvvENcHCX/xuKMPZ/Ns6OMMijRVju9Nv+4q7Ny2pQ6EPsiA2OQU9Og/EIlt20KjcYTExJ81bdukSZ8r4s8sUUWkqspY5/0JN4wnLgUoQAGvF7DbrNi56QMEG3RQqXVIy7xW1pyLT+1EYe4OJHe8IqCqiaxe+hLe++8HSE0ORVaXOIRFpuCKia82ajbv31fDaLKivMIMXVAIbvvHQlnGbOQQYEURngQKUIACFKAABSjgXwIMivjXfnI1FKCAdwsczbdh4QaLdOWM3Cc1WokxvdQY05shEblmbEeBQBdgUMRxAhgUcfEzQVQEmTlzplTBYsyYMWjTpg0uuugiXH755RBVK0QljlmzZrnYa93mRUVFUoBDXD0jrrsRoYsz1T4a67ykpAS33norFixYgNdffx233357o3MR1TVE8GXQoEHS9TNJSUlwRx8imCGugvnll1+wbNkyqSpKY8+TTz4pBWPEXN58801ZoRjRr6g+MnDgQGnuyaerJtQ3Tn5+PiZOnIjly5dLoZvp06dLzdzRR1M3m0GRpsoF5nsnT55ERWUl1q9ZjX1/7ZaukQkJq30dlUqlhFKhRJDBALUIWykgVQ4xGuuGQmoqiiCJuNqqT6/eiI2ReX1DYG4DV00BCniBwKljG7Bj0yqkd0xDcFgaYlP7O52VxVyBY399JbVrmxU4obh1P7yOZ//1KmKiDbhkUDuIGw8HjvwHUtpfUK/ZsYPbseqbx5FfVAW7zY5Bw2egZ78xTn3ZoLYAgyI8ERSgAAUoQAEKUMC/BBgU8a/95GooQAHvFTiSZ5Oumlnxh0X2JNPjlbj+Ag2GdlXLfocNKUABCjAo4jgDDIq4+LkgrmtZu3YtnnjiCfz6668Q3+wXoQNR2UKn02HLli249957Xey1bvONGzdi0qRJ0rUx8+bNQ48ePWT1KQIa48ePx5o1a6RrXEQ4orHnTFCke/fu0tUvnTp1gjv62LFjB0aPHo0jR45IYRFRcaWx50xQRARuxJyio6Odrvett97CbbfdJoV0nL1TMygi9u6RRx6R+ndHH04n2kADBkWaKheY783/dEGLLFwE0Dp27ACtRoP0dh2kqkJ8KEABCnizwN7ti3Bw315kZLZFaFQHRCf2cTJdO04cWomq8pPQG2KR0G6oNy/PrXN7fOal2LL9GPr2Ska7thHS3SfXTPsfdPqwOuOUlxZg4XvToFUDuXmV0sdnzl7m1vkESmcMigTKTnOdFKAABShAAQoEigCDIoGy01wnBSjgSYHsQhvmrjZj5S75IZEuyUrcOECLC9KdV6j35No4NgUo4H0CDIo49oRBkSacTREW2b59u1SZYuXKldizZw/S09OlyiJxcXHS1SkRERGNXi3T2LCVlZV45pln8O6770p9TZs2TQqMyHnEXMQ1L2J+TQ2KuKMPEaYZMGCANOWWCoq4Ei5pKCjijj7k7Et9bRgUaapcYL7nzqBIUFAQoqIiERUZCZPJhL379sNms8EQFIRRI0ZBo2GJvsA8ZVw1BXxD4Jv5T0iVMbqe1xGR8d0RHtOl0Ykf+XMhbDaLdE1NSsYYKBRK31ioG2Y5/MJ06PRqXD82SzLrkHUZ+g65rd6e//P4cERFBSOvoEIKlFw/9SUkpmS6YRaB1wWDIoG351wxBShAAQpQgAL+LcCgiH/vL1dHAQp4XiC3xI4PfzFh6Tb5IZHuaSpMHaJBVjJDIp7fQc6AAr4nwKCIY88YFGnG2RVXtMydOxfvvPMOCgsLkZOTA1GZQ1T0GDx4MLp16+byT+dbLBasWrUKIsAgrlS57777pCsh5D7uCHm4ow8GRZzvGIMizo3Y4qyAO4IiInDWJi0Ner0OIvB26PARlJeXS/995une7TxkdckiPQUoQAGvFfj0nQegD9Khe89MRCf2RmhUx0bneminoyJTeExnRMbLq9DmtYt3YWLFBUdxwxWDodepcf01jj/Xzx8wGZk9rqzTy9GDv+Ob+f+ASqVGZZUZ3fuOxpCRjV9f6MJUAq4pgyIBt+VcMAUoQAEKUIACfi7AoIifbzCXRwEKeFSgpNKOT9ab8emvZtnzECGRuy/Xok1s4PwwkGwcNqQABWQJMCjiYGJQRNZxabiRCESIa1aKi4vx7bffQnxhuKqqCoMGDcI999yDYcOGQa/XyxpFfLNW9PXss88iKioKDz74IJKTk2W9e6aRO0Ie7uiDQRHn28agiHMjtnAIFBUXY+l3S6s5rBYrCguLpD9rbHY7QkODodcHISjI8WeNQqFAsMGA4OBgxMREw2K2IL8gH+WVlaiscFwn0NCj1Whx7dhrSE8BClDAawU+fP1e6IP06HNBV8QkX4iQiLYNzrUgZxNKCvZKH2+bNd5r19QSE3v1yeuxdNnmWkGR0Te9jtDwxFrDLZ7/An7+YRHS20XBYnUEB3nlTPN2hEGR5vnxbQpQgAIUoAAFKOBtAgyKeNuOcD4UoIC/CJitwHc7LPjvjyZUms7+MGNj62NIxF92n+uggGcFGBRx+DMo0sxzKAIR4hHXzohKII888giMRiN27dqFrKws/Oc//0Hfvn1lXUNz6NAhvPzyyxBVRf7xj38gLS3N5dmJf7iIq2e2bdvm0tUzvXr1wieffIIOHTrAHX2sW7dOCsuItbhy9cyoUaMwb948KSjj7Hnqqack78svvxwff/wxoqOjG3yl5tUzc+bMkUI44nFHH87m2dDHGRRpqlzgvXfg0EG8/sabsJgsqDIaYTAEoU3bNIRHhENX41qq0NBQaLUa6LQ6mM0mVBlNKCsrq1UxRI7ehBsC65upckzYhgIU8B6B91+dhYjIMPQ4PxPRSX0RGple7+REAPfobnHtjFX6eCAFRUoKj+OOm0fgVF45gvQaXDfWcT3P+NsXQqGsXZJ1ytieiI4OQnJKOGAHNNog3PHPL7xnw31wJgyK+OCmccoUoAAFKEABClCgEQEGRXg8KEABCrSMwOZDVryyzIjjhfJDIn+7XIu2rCTSMhvCXikQQAIMijg2W1ZQZOq0aUhNSQmg4yF/qWeCIv3794eoxPH555+jX79+eOmll7B8+XLceuutEMEE8Q3cxp5jx45h/vz5EL+K62aaEhIR/R85cgQTJkyAmNdHH32EiRMnNjquCFjceOONuOyyy/DBBx8gMTHRLX1s3boVIvQhruNxJSgyefJkvPbaa1IlBGfPq6++irvvvtvloMi7776LqVOnSt27ow9n82zo4wyKNFUu8N6zWK14bPZshIWHISUluU7wTKvTQqVUwWQ0wXr6G6INKcVUlMJgMUFjs6BMo0elRosSbVB1c1GNZPz14wIPmSumAAV8QsBmNeN/r96LuPgYdOveEVEJ5yMsulO9cy8rPIi87F+rPxZIQZGdm7/E/918F8LCdEhvH4H+/Rzh4wl31g2ATL2mJ2JjDUhICJPadD1/OIZeebdPnAdvnSSDIt66M5wXBShAAQpQgAIUaJoAgyJNc+NbFKAABRoTOHTKhpeXmfDHMccP+Dh7RCURhkScKfHjFKCAXAEGRYCjx45h2dKlEBZnntmzZ0Px2GOP1YrvMSjS8LE6NyiydOlSzJw5U6oucvvtt8NqteLLL79Ely6On+Ss7xHhENFGVL2YPn26FNZo6iOqB8yYMUMKnfz3v/+V+mvsEUkh0f62227Diy++iKCgIKkCQXP7EGuaNGkSVq5cKQVmxBU8DT3CSFQGefrpp6X/u//++6FUOr9bTliL6imiGopYb1JSUoNjiEMuAjSi0sqSJUsggj3icUcfTd0rBkWaKhd474nPya+XfCN74UHiR8LLymArLsTGjevxy+bNWDR9cq33jQolFh3OxdGTpxAWpMPwQQPRf8oM2WOwIQUoQAFPCFSUHscHbzyF9h1S0SmzHSJiuyIirludqdjtNuza9AGCDY4ruXSGGCS2u8wTU/bAmHY8NnMYvl/xJyLC9bj8snTExToCuOcGRe6dcRWEaXr7aKjVSkTGpODmO9/xwJz9a0gGRWTsp/jXpkJGOzahAAUoQAEKUIACXiDAoIgXbAKnQAEK+JXAiWI73vzBiF/2yAuJtItT4uGrdKwk4lengIuhgGcFGBRxISgi0iN86heoLygya9YsVFZWSpVB3njjjUYraogKIN999x3Ky8tx8803y7pypbG9sNlsUjWTv//973j44Yfx+OOPNxi6EAGNRx99VGovKmtMmzZNqlTgjj7E+sX1OeLqnffeew9TpkxpcNrim+B33HEHvv32W+kKmeHDh8s6bvv27cP48eOlYMuiRYukq34aen7//XeMHTsWbdu2xdy5c5Gamio1dUcfsiZbTyMGRZoqF5jvzf90QYMLF9crlBUV4c+tm9AtLQ3DO7THzk2bYLdasU+hwPyvv6oVFFl8qgKffrcCt4wegbggLb7ctgu9evbAjIceCUxcrpoCFPAZgdKCffjgzefROas90jumITSyA6KT+tSZf2nhEezf+R0io0JgtysQGtUR0Ym9fWadzZloccFRTBt/OY4dK0FEhB5jRmciNEQrdVkzKHLyxBGMGzUQ52XFo237KOl79n0uvgH9L60dLGzOXAL1XQZFAnXnuW4KUIACFKAABfxVgEERf91ZrosCFPCEQFGFHfN+MeOrTWZZwydGKHD7UB0uyqh9la6sl9mIAhSgQAMCDIo4YGRdPcOgSMOfRw0FRcQbTz75pHTtjKiqIa6jqfmIb+yKkIiobqHVaqUrYkQ1D3c84qoXUWlj5MiR+Pe//93gNS5nAho7duzAggULkJmZWT28O/oQfYpKJffccw8eeughqFT1/w+5uJ5GrF9czyMOZHx8vCyGiooKPPjgg/jwww/xxRdfYPDgwQ2+98MPP0hBETEPMR+NRiO1dUcfsiZbTyMGRZoqF9jv9e/oCDnV92h1Osy7eSJK4lJxbPtWaIIMyFMr8Mr8BXUqitiVSny05xj27vsLz/3tdkSOGR/YsFy9/wjwp9T9Zy/rWcmpY7/hw3feRM9emWiXngqNNhTJHa+o03Lt929AATMSEmOhVCoQlzoAhrCG//z0J7Rff3oXt01/GHq9WqooMv66rlK1EPHUDIr0zkhCTEwQhg3tKBlpdUG49R8LoVTyCy/NPQ8MijRXkO9TgAIUoAAFKEAB7xJgUMS79oOzoQAFfFfAaAa+2WrGOytNsMgoJhIXpsDE/hpc0dPx/Rw+FKAABdwlwKCIQ5JBERdP1NGjR3HgwAGcf/75UrChoaCI2WyWQgkrVqzAp59+ioyMjOqRzoREvvrqKxgMBtx0003Q6XQNzqS4uBinTp1Chw4dZM1WtBeVQjZu3IiPPvoI6enp9b4nqmmIKibiWpgHHnig1hzc0cfx48el63dEKOOtt95CTExMvfMQhsHK+G4AACAASURBVHfeeadUVURUHpFz7cyZjn788UdMnjxZCn/cddddUKvVdcawWCx45ZVX8P7770uhkh49etRq444+ZG3MOY0YFGmKGt9pLCiSmtYWLw8fjKq0Tvhrw3pEprXBqbJizPlgXp2giJB8YeUG/HH0MObdNhXxt/+dNeB5vChAAa8XOLp3FT754H/o1iMDmZ3bQ6FQok3n6wFF7TssFr73T8TFRyE1LQlKlQIJ7YZCb4j1+vW5Y4Kfzb0fz8yZB93poMiE67tCpaobFOmbmSRdSTP0UsffL9t06IWrb3zKHVMI+D4YFAn4I0AAClCAAhSgAAX8TIBBET/bUC6HAhTwmMD6vVa8utyI3BLxk16NP5HBCoy7UINr+zIk4syKH6cABVwXYFDEYcagiItnRwQvRJWQp59+WqrYIcIY4unfvz/27NmDpUuXYubMmRBXnYiwxgUXXCCFGGoGQQ4fPgwREhGVRG655ZZGQyJGo1G6kiU3N1eqziEe8Xs7d+6EOMSJiYno0qVLnWok69evl4IXIjxx4403VlfQOLNcEWQRaxFVP0SIonPnznUkmtuHCMQsXrwYzzzzDJ544glcfvnl0tU2NR9xRc2zzz4rXQHz/PPPS+up+Yi1/vHHH9JaRcUTEZap2Ye4suepp56SPF577TWkpaXVWYeo3CL2QOyRMBHuNR939OHiMZKaMyjSFDW+01hQJCMjE3MG9wOS2+HPXbthriiHPToCT75ff1CkpmbIhYMROuBSAlOAAhTwaoE9W7/CogWfIr1DKvr1dwQ/Y1MuQnB4m1rz/t8rMxGfEIPMLu2kAGpS+nBo9ZFn2/hx5Zl/zBiEFT/tgV7nqCgyYdx5UJ7+69f42xdCoVTh5x+/xEP3/A2xscEYOKCt5HLdLc8juU1Xr95/X5kcgyK+slOcJwUoQAEKUIACFJAnwKCIPCe2ogAFKNCYwIFcG15YYsSeHJtTqGCdAlf1UmPyQC1O/+yL03fYgAIUoIArAgyKOLQYFHHl1AD4/vvvpbBB27Zt8fDDD0uVPuLi4nDxxRdD/KPhk08+kSp0iCtl8vPzpaoiKSkp1aOIKhtvvPEGtmzZ4rSSiHippKREqoIhKnNce+21Uj8HDx7E9OnT8dtvv6FXr15SNY7hw4fXCouIgMW7774rjTNp0iSpXXBwsPS+6HPbtm1YtGiRdF3LmDFj6r0Wxh19FBUV4eWXX0ZhYaFULaRTp07SPG02GwoKCiDCKCI0IyqbDBgwoE6QRIRE7r77bimQM23aNDz++OMICwurtWsiJCKuR7roootwzTXXICkpSaosYjKZpICJCNrs3r1bqppScy9qduKOPlw8SgyKuArG9igvK8OwnnVDXWdoklNS8crIS4GUdORXGnFy316cVCnw+ief1FtRpCapOjYesZPvpDIFKEABrxb4c/MiLJy/EPGJMbh8xABprmFRGYhK7FVr3m8/fyfiE6NxXvdOUCgVSEofAa0+wqvX5q7JTb2mJ7buyKkOiky8oZtkIJ7RN76O0IhETLjqYmQfPYJOGTHonBknfey2BxZBp3f8XZFP8wQYFGmeH9+mAAUoQAEKUIAC3ibAoIi37QjnQwEK+JpAdqENr68w4dd9zu+b0aqBS7LUmH6JFuFBtX/w2NfWzflSgALeK8CgiGNvGBRx8YyK8ISoxLFw4ULpKhVRNUNUuejWrZsUwPj555/Rpk0bqUrIhAkTpEDJmaeiokKqevHCCy9IARO5jwg9iIDKkCFDpFd27NghVQnJyclBXl4eunbtig8++EC6DqfmU1ZWhvnz5+PQoUPo3bt39ZUuIqSxfft29OzZE6NGjapTbcTdfYi1itCKeET1E3EVjKjqISp5iMCKmEN9IRHRfvny5VJARFRUGT16NF599VUpCFLzEXsg+hFXywiLhIQEKSQi9kAYifXfeuutSE1NbZDcHX3I3c8z7VhRxFUxtl+2eBGeun9WgxBhYeGYO+5qqLv0lD7fTX9sxvxjp/DF0iVOgyKi08S/P0lkClCAAl4tsGvTQnz64WcICgnCuAkjpLmKSiGiYkjN57U5M5CQGINefbpKt9IkthsKXYBcPXP95VnYd6AAep0KERF6TLiuK5Snf/xm4KgHERXfBX0y2yIhPgQDL26L8DC9RDdz9jKv3ntfmhyDIr60W5wrBShAAQpQgAIUcC7AoIhzI7agAAUo0JBAQbkd/1tlwtLtFllIF6SrcMdlOiRHMSQiC4yNKECBJgkwKOJgY1CkCcfHarVKFSpWrlyJ1atXS2GN6OhoGAwGqWrHvffei3bt2tWp0iHCDiLoIN515dHr9dI1NhkZGdJrIgDy008/YdOmTVi1ahXEF6Ofe+45qdLJuY+Y665du7Bs2TIpYCJCJ3369MHQoUOl/s69Cqa+ebmjDxHcEPMUgRdxLU9sbKx0LY+YR3JycoPzEFVZRAhGzH38+PFSe5VKVS+fqFoiPMS+iE/wjh07YuDAgVIIJTQ0VBa5O/qQNRCvnpHLxHanBaxWC4b1zEJVZUWjJp/OuAUqux3qzO5QqtW49dlnkX38GIMiPEkUoIBPCphNVSgrykNVWTFMVRUoLT2Ij9+fD32QDjdPHVO9prZZ42ut77mHJklBkYFDegNQICb5AoREtPdJA1cnPWZIJxw5VgK9Xlw9o8N1V2dBp3P83SmtQ3+88Px87N17BO3bR+LSwenV3TMo4qp0w+0ZFHGfJXuiAAUoQAEKUIAC3iDAoIg37ALnQAEK+KJApcmOLzdZ8O4qk6zpp8crce9IHTolKmW1ZyMKUIACTRVgUMQhx6BIU0/Q6ffWrl0r/Vf//v2xZ88eLF26FLNmNfwT/80crtbrogqGuFpm8uTJUvWSBx980J3ds68WFmBFkRYG9rPu9+3ehZtHX97oqrQ6HT66eTzEX6O1XXrCBgXG3jNTuupp0fTJTkVYUcQpERtQgAKtIGAxGbFpxSfIPfIX9mz6CSKwarXaIW6w7XXpJVi1bpcUFJky/Zrq2ZwbFPnX/RMQnxCDoZdfKLWJiO2KiLhurTB7zw8xemAGsnNKpaBIeLgeV47KQFioTpqYTh+GR59YIv33Rf1SkdUlvnrCDIq4b+8YFHGfJXuiAAUoQAEKUIAC3iDAoIg37ALnQAEK+JqA3Q78vNuC11aYUFBmdzr9pEgl7hymhagowocCFKBASwswKOIQZlCkmSfNk0ERMfUjR47gpptukq5nEb/y8R0BBkV8Z6+8YaYb1q7Fk8+9h5je12Pfh7fCbq97n+Mr06YgWSm+lXr2ufbt96X/Z8H0W6BB7b+Qm6CAFQqk3vh/gN0OTVLD1zN5gwHnQAEK+KdA3vH92LziU+z6dTmMVUaUlBmRV1xV72L7DOqHnftyoNfrcOtd46rb/LVpFzr1uRJtuvSByVSFx2eNR1JKLEZd6bi2TxcUg8T2l/kn4DmrunZYZxw8VAS9TlQU0aP7eQno2iW2utWy5fuwZXsOJo7rDoNBU/37DIq473gwKOI+S/ZEAQpQgAIUoAAFvEGAQRFv2AXOgQIU8DWBv07Y8MK3RuzPrf316vrWERmswNRBWozoofa1ZXK+FKCAjwowKOLYOAZFmnmAPRkUEde5fPHFF5g3bx5eeeUV6aoVPr4jwKCI7+yVN8z0nvf2oLzKEQ5JOLUae9cuQEFBPqoqK5HeoQN6dMzAtQmRdaZ6Jihy+7hxuCRML328Ekp8efwkPl/i+Knyn37fC53e8TE+FKAABVpT4MTBXfjwqalSWM1mt+Pg8VLp14aezB5dcPCEqJahw+13T4Di9HW1uUeOYvXCLzB1zqfQh4TjsXtuQmJyHMZeO1TqSqXSITVzbGsuzWNjTb2mJ7b9fqI6KBIVFYQRwzpUz+evvfn4/Ms/MenGHtBozv6UDoMi7tsyBkXcZ8meKEABClCAAhSggDcIMCjiDbvAOVCAAl4hIL5kc/prMY3N53iBDf/53oTfDtT9Ycdz3wvSKDCmtxrThmi9YomcBAUoEBgCDIo49plBkWaed08FRYqKivDbb79h8eLFuOSSS3D11VdDpWJJrmZuZ6u+zqBIq3L77GCHT5Rj2foT2JptrLWG2RULZK3pTFBENFaqVLBZ6/7l/LWPPkPPCxzXM/ChAAUo0BoC+7f9gi9evU8a6nBOGcorTSguM8JscfyUSYhBi9Dgul8g0Go1MAdHS1fPXD6yP7p0PRuA2L/td2z58SeotDrsL9VIV89MuuVKnEmTnHs9TWus0xNjvPj4DZj/8c/S1TOiooioLHLNmM61prJo8Z+4sF8qgyIttEEMirQQLLulAAUoQAEKUIACHhJgUMRD8ByWAhTwSYH8MjveW2XC8h0WWfMf2EmNuy7XIipERgJFVo9sRAEKUMC5AIMiDiPvDIrITCU63+aWb7F7925pkMzMTBw/fhxbtmzB6NGjW2xgm82GPXv2QPwDZePGjejatSvGjh0Lnc5x9zwf3xFgUMR39spTM33yf7uw9a9Cafiw6BDogs5eEXB71VLE2YqdTq1mUOTcxv/+vymw2YG+98+G4syP5TvtkQ0oQAEKNE9g7ZfvYN03c6VQSF5hBU4WVErXzdR8YiIN0KiV9Q5kC4uVgiLJyfEYP2lUdRurxYIvXnkdSq0Oe/IViE+MweRpY6qDtIESFFn80aP41xPvQNdIUGTH7ycRGqZHcI0wDiuKNO9c13ybQRH3WbInClCAAhSgAAUo4A0CDIp4wy5wDhSggC8IlBvtWLTRgnlrTLKm2z5Oifuv0KFjQv1fA5LVCRtRgAIUaIIAgyIONO8MijRhQwPlFYvFIlURKS8vx9ChQ5GcnMxv8Pro5jMo4qMb1wrT/vNQCT794Qh27D8bBNHo1IiIDa0evaM1GxONq53OpqGgiCE4BPMmXiu9n/j3J532wwYUoAAF3CJgt+P5qY4KRgeOl8BqsyPnVFmdrhNjQxoczlFRRIuIyDDcdMtVMBjOXp218MVXoFCpsfOUXQqKTJl+DUQVEvEESlBk+4bPMfWmO6WKIuGioohejbFXdq6+pkdYVFaZcfRoKSIig6qdGRRxywmXOmFQxH2W7IkCFKAABShAAQp4gwCDIt6wC5wDBSjgCwI/7rTgte9NKKls+FrhM+uID1fgrmE6XNiRlfJ9YW85Rwr4mwCDIo4dZVDE30421+MzAgyK+MxWtcpExTdLZ/57K46fqmxwvKAQHUIiDNUfj7GX4LbKZVDBcVVDfU9jFUXap3fAgf37pNc++/EXJKe1aZW1chAKUCDwBKwWM5a8/Rj2bPoJh0+UwWS2wmK1SxVF7PazXzzQalWICtdD0ciFtyGp7VFcVCIFRUJDDZg07WooT1dFyj5yDGsWfo5t2VbExkXhuvGXIzUtUQKPSb4AIRHtvRffTRX1LOYqTLuhH/bty3dcPaNXo2tWPDI6RNVa+29bstEmLbL69xgUcd/RYFDEfZbsiQIUoAAFKEABCniDAIMi3rALnAMFKODtAodO2fD010bsO9nw16rPrCE0SIFJAzQY2+dsBW1vXx/nRwEK+JcAgyKO/WRQxL/ONVfjQwIMivjQZrXgVMX3R9f/kYf53x9Bdt7ZkIj4pqf0V+oa30BVKBWISYqoNZsRpi24wLKnwRk2FhSp+dK8b1cgvVNmC66UXVOAAoEssOjlmTj4+6+oqLLg+KlyiSK/sBImi7UWS1x0MFTKxu+kHTR2FFZ8t14KiojKIleOvRRJSbHV/az/7gd8vWIHIiJCccmwC9Hngq7SxwyhyYhLGxgQ2/DsQ9fgm282VgdFIsKDMGRw21rxm02bs5HaJrL69xgUcd/RYFDEfZbsiQIUoAAFKEABCniDAIMi3rALnAMFKODNAqdK7XjteyN+2VP76zz1zVmlBIZ3V+P2oVroNY1/Dcib18y5UYACvi3AoIhj/xgU8e1zzNn7sACDIj68eW6Y+u7DJfh4+RHsO1EBrU4DTZAaKlXDZfZMlSaUFFQ4giLn/P15dsWC+mekUKAgOR1/e3oOqiorGpz1paNG44l/v+GGVbELClCAArUFzMZKLHr5Hmz/7VcUlFRVf9BmB07m1b5yJjhIg7AQnVPCrN7dsH13DvRBOuj1WunX6bdfX+u9h/7+b6hUSiQkxuD2uydUfywmuR9CIto5HcPXG+za/DWmT7kTEeE66MXVZeF6REbo0bOHo7qKeMrLzSivsFT/bwqDIu7bdQZF3GfJnihAAQpQgAIUoIA3CDAo4g27wDlQgALeKlBpsmPBejM+XmuWNcWuqSrcN0qH1CiGRGSBsREFvEHATZWQvWEpZ+bAoIhDgkERbzqVnEtACTAoElDbXWuxe4+W4fF5e6A1aKDRqmVDWM1W2Gw2aHS1S/LdVrUM8baiOv0EdT4PEVdchz+2bsaM68c0OM7inzcgLjFJ9jzYkAIUoIBcgQVPz8Cxvdux92hxrVdKy00oqzBV/55SqUBslKH6CpnG+ldrNOgzbAh+Xb8Der1OCorceucNUJy+fka8u2bVJiz95mcpKHL3fZOqu9MbYpHQbqjc6ftsu4Lc/Zg4ZhhUaqUjKBKhl369qF9qrTXlF1XBanFc/cOgiPu2m0ER91myJwpQgAIUoAAFKOANAgyKeMMucA4UoIC3Cvy824KXvzOhpOLs1cINzTU5Uom7R2jRq23DPzDprevkvChAAf8SYFDEsZ8MivjXueZqfEiAQREf2qxmTrXKbMOGPUX4ZsMplFY5L7/X2HBlxZUICtZJ3/yr+Yw3rkYna7b0W0qdHhFXjYeuTftabQrz8/DWC8+gorwcGq0W102ags7ndW/m6vg6BShAgboCFrMJ4rqZXZs34ERB7YpG5RVmlJQbq18SPz8SFxMsKyRy5qW09DbYf7KsOigSExOBG24cCXWNykxGoxnvv/M5xt04CuERodXjtc0a79VbVlpciNVLFuOKCVOaNc95r92JhZ99D51eVBRxVBbp1zcFIpRT/diB3HzHtWcMijSLu9bLDIq4z5I9UYACFKAABShAAW8QYFDEG3aBc6AABbxR4Ei+Dc98bcSeHOkS9UafyGAFpg3WStfO8KEABSjgaQEGRRw7wKCIp08ixw9YAQZFAmPrcwqMmLPwIEwW539ZliNis9lRWWZEcJi+VvMoWxn+VvWN9HuxU/4GdXSsnO7YhgIU8BkBO0rzjuPE3i0wV5VDoVJBZwhHQoeeMESIz3fvKtf51esP4q/NK7HvWAns9to/UXKqoAIW69k/E7UaJaIjDC7thKgeUqkLP339jA6RkWHI7NIeFw7oUaufUyfzsXXzn7hsxACcKTjSJvNaKFS1KzO5NHgLN7533Agc2rsbl4y+FlPvfxx6g2s2Z6a36ZeP8fg/H4der0a4CIro1eiSGStdQ1Pzyc1jUMTdW8qgiLtF2R8FKEABClCAAhTwrACDIp715+gUoIB3CuSX2fH6CiNW/+n8ByNFgeyremkw4xKtdy6Gs6IABQJOgEERx5YzKBJwR58L9hYBBkW8ZSdabh5vLD2KHQdL4bzonmtzKCuuQEh43W8czq5YAE1SKmImTnetQ7amAAUaFbDbbThxaDe2r/wCVqsFGb0GIyalAyJikqBQ1q7u0xKUx/9cj2N/rEVVWWG93euCwxGdmomOF17ZEsM3qc/np/STAiIiKHLuk3OqrNZvBQdpEBaic3kce3gcbHa7VFUkMjJUCo3cOLmuwaJPvsfgS/ogJi5SGiN73wlcMOpOqNTeGRYZ2TUNh4uq0DE2GB07d8H9L76N2MRkl33yT/6FydddIQVERDhEp1chKtKAzI7RtXJF1UGRx5aiOk3j8mh8oaYAgyI8DxSgAAUoQAEKUMC/BBgU8a/95GooQIHmC1Sa7Fi00Yz3fzbL6qxfRxVmDtchNtS7ftBJ1uTZiAIU8EsBBkUc28qgiF8eby7KFwQYFPGFXWraHO95bw/Km3nFTGMj2212iJ+mP7eAQJ+OYZg2LKVpk+ZbFKBAtUBJ/gksf38Oju7ZCqvl7D94Y5PCANhxKlsEHepGwDS6IGT2HYqYpPaISUlH26y+zVI9tOUHHN6+qt6xGus4o//VUqURhbL173s9cXAX5j89A+LqmYPZpbDa6jqdGxQJMWgRGuz6T5R079cDO/ackMIiUlBEr0N8QgxGjL4YynMCPH/u3I/OWenVbBuWLkfe8ZO449/LmrVHLfHyealxKKx0nDu9WomMuFDc/sCjGOXkKhpr8WGYc3+HynQCytNX8IyZ8bR05YwIipypLBJs0KJNWnj11AuKjLBYbLjtgUXQ6YNbYkkB1yeDIgG35VwwBShAAQpQgAJ+LsCgiJ9vMJdHAQq4JCC+1LNmtwWvrTChoMz5j0i2iVHi71fo0Dmp5X/YyqWFsDEFKBDQAgyKOLafQZGA/jTg4j0pwKCIJ/VbZuzSSgvm/ZSDHYdKW2aAGr2ajWZoRM2+Gs/57UMxY0Rqi4/NASjgjwKmynIc27sNaz5/C7lH99ZaYlikHjGJoQiLDJJ+32y2ouhUOfJOlMFYaWmQIygkXAqMZJw/BJEJqWjbpa9LFUhW/++hJlOLKiN9r7kHSlXr3ft66ug+LHzxbygvKUBZpRk5eRX1zr+80oyqKgtMFkdp0tBgHUIMrlf3EIG5y667EkuXrZWunhFBkYjIUMQnxmDg4N61xrbDDrvVDqXK8UWJkoICfP/+R+jUdyguGXc3gsNjmmzt7he7p8ajoNKEmBAdyo0WiCvHeqaGo/+w0Zg555U6wxn3L4O9Mhcadd0rzsbe+iy0WiUiIvSnAyOOK2gSE0Ol/188paVmVBotuOvhr722yoq7jVu6PwZFWlqY/VOAAhSgAAUoQIHWFWBQpHW9ORoFKODdAn9m2/DSUiMO5Dq/aj0uTIHbh+pwcWbr/zCTdytydhSggKcFGBRx7ACDIp4+iRw/YAUYFPGvrb/jrT9hsTpPULtr1aeOFSIqIQwq9dm/ZP/3ji7u6p79+KmAyWjE6h+WYv9ffyJUWy6t0hDiqCyg1eoQEZ2AoOBQx6+GUETEOH71t+fY3u3Yu3kVNq34BLDX/3kbkxCKuJRQaE9/M10YVJSZpOoehnOuSbFYrNi9+QTEr+54VEoVzut9ITQ6nXR9y5GcAlQajVJgoL5HrVLBEKRFUmwklMq6JTyDI+LRddgt0q0iuhbYz53rlmHdV++i6NTx6unllxhRUFzlDg6nfVw8ajA2bt5fHRQRV9Bkde2ATp3bOaovnXnsgMVqhfr0n5sVJaVY8s5c6aPBYVFo1/MSlBflYMg1MxCdkuF03JZqMDgzBfvzypEU5ggmicdktaJDbDAMQTrcNn00+vTp7HR4m9WK+Ut/wrc/bHNUFBGVRU4HRvR6FRITHJ/bVVVWlJSZMHO291VXcbpIL23AoIiXbgynRQEKUIACFKAABZoowKBIE+H4GgUo4HcCR/NteHW5CVsOOf8aWIhegYkXaXB9P9d/OMjv4LggClDA6wQYFHFsCYMiXnc0OaFAEWBQxD922myx45M1OfhlV1GrLkgERYIMOoREGaRxxTeQ37krq1XnwMG8W6C0pBhrfvoO2UePYPOGX5Bz7AhyT+ZAfPNYPD0z5QVA1BotQsOjkZbeFbGJbZDVaxCS0jIQFhnrdoCKsuLqPs8EWNw5SH7OIWxb+QW2/PBZg92qlArEJIUisU2E1EYENXIOF6O0uAqVUlAEUGuUCA7VISRCj9hEh6O4YqXwZBnys0ugOn3tSZXRCovV+U9XnDuZlDbpSEpri+KyCuTmFcNstcFqtaKq0ghx9ZRGq4FOX/eqFqVCgZAQPVLiouqsLy83B0f274PVaoHOEAy9IUyqbqINEv8dKlUeCQoOg7g+Rx8cCpVGB7VGh+DwKGi0egSHR1f/qtbqoTeEYP/2tTi0awO2/LCwXk+rzYb8YiOMZhuqjA1XXmnuHqs1GiA8FiIgEnG6soi4iqZdeio6ZKTV7l4Eg2qERxa+eLZCx+HcEvTJjIc2KBQXjX8EG35dh+6d26PThaObO0WX3r/q/I7YebwA0cG66vfMVjviQrUI1auk8MvHH/yzzvU6pw8syk5lw1hSDHN5KX7LM2H+178i/PTVM2cCI1JVkYQQ6RWxNyWlZgZFXNqlxhszKOJGTHZFAQpQgAIUoAAFvECAQREv2AROgQIU8LhAbrEdb680YuUu5yERUdB1WDc17rhMiyBt3R9q8vhiOAEKUCDgBRgUcRwBBkUC/lOBAJ4SYFDEU/LuGVf8XP+q3wvwyc8n3NOhC71UlFahvLhSeiMoRAdDqB4FJ4rx+Zz+LvTCpv4o8Neu3/HQzGk4euiA0+X16XchLEV/OG3nrEF4ZBym3v8qOnTpDYXCtbtGP3vnCfy2+iuUlRQ6G6bOx0V4oVufIUhI6YCLLrsO0XEp9fZxZPdm6TqZ7P2/NzpGXHIYxP8V51egKL8CpUV1q2EE6VRQq5QQv9aqVCGFR1TQh+sQGhsMi8mKouwSmM+5lkZc72G12iEKg4gsiQh2aDRKqBSKWpVA0rIuQvbJQikoYjFbkJdbUGvuhuAghEU4D/pktEmorp5xpoOq8hLpap3y8nIpYCbmIkIuNrsdYvdEhkJUJRHrE/+tUikhipRoVEooxO83omi22KRQi8ViR5XJ0lCxluoeRGZDBHFMVpt0LYyYS0PBGjEXYS+CPGq1AkqFsmbeA10HDsSSH7bWCoqI4Ii4jqb/wPPPmbX4E9yxkk3LV+DgH7tgsdmwbmc2rhvUESXlJlQardh1OB9DeqbgZEElcgrLkZEcAYNeA0NiNyS0z0JQSBgi4lIgrhgyVxTDWFaA0vxsFGTvh6myFFVlRdAGhSA1qz+iUzohJi0Tk6/sjbYds/Ds29/Ukaw69DPsZYehUZrx+JyP8P263XXapEbpq/egfbtE/P2OK2ApyIbFZKx3Z9ZkV2Dx8i2OiiJ6ctAMhQAAIABJREFUdXVgRFQXSYgPlva5vMKC8goGRVz+Q6iRFxgUcacm+6IABShAAQpQgAKeF2BQxPN7wBlQgAKeFSiusOPjtWZ8/ptZ1kS6pqhw3ygdUqMZEpEFxkYUoECrCzAo4iBnUKTVjx4HpIBDgEER3z4JL315GHuOO67uaNXHDhTmlsBiPp3cVigQZNDCXGXCZ09d1KpT4WCtLyCqQRw+sA85x49Cq9UitW06EpIcAYkfl32Npx64C5WVFbImFhEVjUsGdoNOp2+wfUX52QofOUf2wWxq+CoRERiZct/L6JDVF0plw/eOnji6D1vXL8fmNd/i+OE9suYqp5GoQNIuoweumDATaR26SnMoLynAGzNHNvq6+OdqVEII9EFqFOdXoqzk7DfcRShBq1HCoFdLgQk5/7RV69UICtNDH6rDqf35cqZeq42YtyamEwpKymG1WFFwqhCiMseZR1QTiYqNQOORDUdrMef4qDBEhAXXGsNmt+HYrl/RlMuyNDo1VCIwo1FBa1BDIYIkKsd+W4xmVBRUwlhhlvq2WkUlEasUBDGbXa+s4gqeRqtDQs++2L59rxQOiRSVRaSgiBads9IRe26VldNZkZOHj+DnRYuRV1yFPccLcHX/9tJ/C/KDJ4vRr3OCIyhSUI6MlHApKJJbWCmFYMR5CAvRQKNWSQEWOc+SzYelgMvYkaOk5mmxWiQlRiAmOgK6YEeFD/GUlVdi2HVP1ekyTK9GhEFd/fttEsMxc2KfBoeev/kQNu04Vm9QJD4uWAoFlZWbYTQrcNfDX8tZAtvIEGBQRAYSm1CAAhSgAAUoQAEfEmBQxIc2i1OlAAXcLlBpsmPJNgveWWmCnFuXk6OUmDlci/PbNvz1QbdPkh1SgAIUcFGAQREHGIMiLh4cNqeAuwQYFHGXZOv2I763uGZnIT5eldO6A58erarchNLCcwIqCqBjSgievb27R+bEQVtWQFwh8783XkL20cNYu3oFEpNS0bVHb5SVlSDv5Al0yjoPmV2745lH7pWqM8h5Lh15FZ548S2oVGe/4SznPWNVBfbv2oQj+//Ass9eh8noqGxT8wkJj8JNdz2D9M69ERzquL5FXHezee1S/PX7r/hl+YIGhwoyhCIoOBTi19CIGKndmStoCvNyUFqcj9KiPIh5NPaIK1SunTgTm5d/jKry0kbb6g0a6ToXY9XZq1HUKgXCQ3VQy/zmf70DKER1DoXUtytPWEwycsoc+3LqRL505UzNJy4hujqYIbff8BADkuMjazU3VpQi7/heWBoJ/4gXtAYNNHo19CE6KSCiUjdeNcZUbkL+kbMBozODiqDImcCI8UzQTe4CZLaLTUvFrmwj9EFaR1BEr6u+jiYpOR7xCedeyeOopPLVf97CroO50OtUOK99DIpKHVcMZReUoWeHWCkokl1Qji5tIqDTqKX/P0inRkiQulYlGDnTXLr5sBSimTNrHOLi42EID2vwteHXPIqSynPLuSqQEKaFVn02mPL8rEukaivnPqVVJjyzeCsqq8yIiNBDVBE5U1lEp1MjPi5EqmxTUmZCXNJ5GDtpjpwlsI0MAQZFZCCxCQUoQAEKUIACFPAhAQZFfGizOFUKUMCtAuIHadb8ZcHr35uQX+b8a1zRIQpMG6KVrp3hQwEKUMCbBRgUcewOgyLefEo5N78WYFDE97b3vrl/ofScqyRacxWmKjOK88rqHXLmDRkY2CO2NafDsVpYQFQGeWXOIziRfRS/rllZa7Sw8EiUl5VCVBhx5RHBhfV7cl15RVZbEf7YsHIx9u3aJKu9aKTTG3DzrBfRtdcgiGtkmvqIEMqnb8/GlnXLUFZcIIUz4kPDYNDqXOoyxKCBQaeudZ2JSx00s3FIjAE6XQyKjAaUlFWiqrIKRQUltXoNDQ9BcIihSSOJyhGpCdEIDqrrcvLQNqh0dhiigqRKIc158g4UwGx0fldtQ2OI63AsNjuqqiwQV9mI/3blyRxyKdau+6NOUERUFklOSUBMrCO8VPP545d1eO/9rzBGVBMpqMKZ2icllUZ0TI6oriiS1S5KCg/lFlYhOkwHtZPQjFKpRFJSPHr36wVDWAQUSiXefP8rrNmwA/PffKTBZZnKimEsKcb8hauwbP0B5JbULeuaFnX2cyYuOhg3je6KJRv24kBOUa3re6rsmtNXzugcQZHTgRFxDU1CvKOCSUGhGbfMmofgkNphIlfc2ba2AIMiPBEUoAAFKEABClDAvwQYFPGv/eRqKEAB+QK7jtnw8ndGHMh1Xik2WKfAtX01mHSxRv4AbEkBClDAQwIMijjgGRTx0AHksBRgUMS3zsCGv4oxd8Vxj026vKQSFaVGSPcd1PO8fl8vJEY3/ZvtHlsYB64jIIIPuSdzkHsiG1s2rMXxo4dQmJ+HqspKFBXmS1fLnDqZA5Px7BUpchlHXzsBD815RW5zl9uJKiMbV32JE8f2N/jugGHjkNVrELqcPxBaXZDLYzT0gnD7/bcf8fXrD0Kvkf8PUhEsMehVCAmS/47bJl2jI22QFhEp3XDwWB5EWCLvZD5s1rP/CNcF6REZ1XD1CTlzEleedG6fXKepHVZY7bmw2esPosnpW7QxlptRcKRIbnNZ7corLaioMkNuXiQ0KhLa1E44kX1KunZGVBWJOH0Njfg1PDwE0TG1wyLH9u7Dh299jP5dE6VQyJmnymxBm/hQ6fdyiyqQ2SZSumLmVKHjCia9Vo3wkLrnJiUlEW3apCAtI6NO9ZfvV2/6f/beAzyuq8z//87cO72PRqNuy5ZL4jiJkzi9kBACLKEssARYegiQBX4LLAsLy4+EnqX+/8CGkuyG0BLCJiEbUihOQnqcZse9SbL6SNP73Jl77/yec6/aaGY0V9LYlsbveR4/tjWnvOdzjpR47mfeF7f/7uGKokhqYkQRRJgowtq+vhBuvXcnAok88mLpGzIdblNJuRs9cz4qVL8pEUVY2RqXmllktijiX/0qvOZNn9J0HtRJGwESRbRxol5EgAgQASJABIgAEVgpBEgUWSknRXESASJQTwJMDvnxX/LYNVj7A0Es0emrT+PxiauMcJi1leetZ6w0FxEgAkRgoQRIFFGJkSiy0JtD/YlAnQiQKFInkMdhmn++5QCEQm1rut6hFISCIoewTCLztUu3NOMz79xQ7+VpvhNEQBQLGOzvxao1PfjOjZ/HwX27cHDvrpJo7A4nUsnSbBNWmx2ZdPUH/Z/50jfxzg989ATt6vgs+6fbvoHdTz2gaTG9TodmT2W5SpRk5XteEmVIRSjlSXRFgON0ysN5VnaE/bmerbXnLPSNRhQXbHw0WFJGyO60we6w1WU5HXRKGRqnvVzSKRZFSBiHXJy/tE+1QMb2B+sSY7VJhLyEbF4C+71Wy3m6YTAyIaJUFLGYjWj2N8Fqm3X2xSIe+slPYDPzmIipEghrclFGW5NNEUWiqRx62p1KVpDwZB+r2YirrroQ/lY/HJ65ZW0qRyhJMj78mW/jvX93Lk7vdEGeJytQOlvA/735ceTFIgKJcjGsxWmEaTKriZ4dJw+we72hy4ftB0LI5sWykjMul0mRRGxWA5p96p36x0/eWwsnvb5AAiSKLBAYdScCRIAIEAEiQASIwDInQKLIMj8gCo8IEIG6ExgIyfjZtjye76v9Hgxb/LRODp+92ojVTfOXLK57oDQhESACRGCRBEgUUcGRKLLIC0TDiMBSCZAoslSCx2f8eCyPG3575PgsNrkKyyIgZAtIxbQ9rP3E29fhyq0txzVGWuzYE0jGY7jq3PUwmky48NIrwQSS8bERpeTMRGBMKTvDhJG3vusDOPOc8/Hlf/kYspl0SWBvf8+16F67HmeffzF6Npx67IM+gSvsfvJ+/OkX39IUgdGgh8tmBCvHMtVYFg+hICGVFZWMHrUap9PBYNDDaTPWpVyNo/MMBEJqJonASGl5oJb2ZqWkTr1atcwiU/PnZfYzrzaDkniKwNiBYyuKTK2Xm5RF2O/V2pmvfT1eePnQpCjigNmiCiOWSXHE7XUqUsVUe+IXt4DNF0/lZ+4Eimj1WJRSM0zaaG+2wud1wevz4dwLzoLZ5qyYxaNSTKKQUzKFpALD+OHdT6Or2YW3XDS/4JcRCvjSjx9XpKGhaKkoUpBl8Do9Vk9mkuLMOpy2rhnZjISHXhxUZBDTrAwiSiYR5e8m5evtbU6w7wOz1Ye3XXtLva4WzTNJgEQRugpEgAgQASJABIgAEWgsAiSKNNZ50m6IABGYnwCTRG57PI+nDmqTRDq9enz674w4a/XSyhnTuRABIkAEjicBEkVU2iSKHM9bR2sRgVkESBRZ/tfhm7/vw2Bw5tPl9YqYPX4tsFIKooS8IKpZCyQZRQ0PpyvFcO9NF9crNJpnGRBgJVReePYJ/OWP9yI4EcCpm7dg42lnIDA6hF/f+mOlDE2ltmHT6bjqDX+PK9/w92jvXLUMdnL8Qrjru5/E4P4Xay7IxBC3zagIHqwxKaCabCDKEgqSCFGSIMpiiTbBBAMDx4PX8TBNlrkx8HpYjDwsZk7JCpLMFpTfTbxOKfUxX3P6OhBIGVBEEdlsDvFIabaY1g5/zb0ttIOR57GmqxmcvvonPaRiBFIxXHNqJrcFe6MlpXJqDqpzB1GUIYgyUpmZDExnvf7v8MLLh+H2OKYzi1gmhRFWlsbtnhE9Hr/t5wjGctPVvXi9Hq+58jy0t7fA3dKqPdoikImMI59KIhutLM7s7BvHnY/uxTc/dDl4lpt1soWTWew9GsQDzx2GNPnfA5bcpSgB249G4bYYYTGob7qMJtQSOV6rERv8NiXDTWebCztHoghFMtPlZZggMlsYaW+xobPLpYhHwQNBcHobPvmjP2nfH/XURIBEEU2YqBMRIAJEgAgQASJABFYMARJFVsxRUaBEgAgskcChMRm/fUa7JOJz6PDRVxtx5Wnzv/e1xLBoOBEgAkSg7gRIFFGRkihS96tFExIBbQRIFNHG6UT1YjLH9Tfvq8vyoihBKkgQC7JSRob9mX1CvF6NRJF6kVwe88RjERw+sBduTxNeeOYJ7HjhGTyx7eGqwW294FJc8urX4V0f/Njy2AAAScwjGRpBNhGGvakNNpcfet5wzOL77rUXaJrb5zIrD9RZ6ZJ0VkRBKi8pxQQRoZCHIM1f8mlqQRNvgMVggl6nPvB3WA2wmDjlQTzLRMG+1428XsneYLOUM9BzBnRsOBsH+gPK+Gg4BiE3k9WCfe1YiCJsXrvVjFWtTfNmxSgUR1CsUYomNppENl5/qU7Toc7pxM72pYMh+FwmnHH+FhwO5uFy2qczi8yIIiZ4vS7oJrPK/PlnP4Eo6fDqy89DW2cb7G72mvZPwqSDAeTTCeST8XnLybBwI6kcvvnbp/Dpt56HLr8TgWgar/SO4y8v9ZVvuQDIOeCFwZgij3gsRuQlGem8qPRl4Z+32qP8eXWnG0ciaRwdicNs4iYziKiZRFwuM+w2IzZ0OFEsSMhnChCSapaSN3/8W9i49dWLwU1jqhAgUYSuBhEgAkSACBABIkAEGosAiSKNdZ60GyJABCoTYJLIzdvy2DOkLZOI16bDO8434JoLjt17fnRWRIAIEIFjRYBEEZUsiSLH6obRvESgBgESRZb3FXnklQh+/5T64HZRrVhEOpFTHvhKhfKH0Yuas8ogEkXqSfPEz3Xvnbfj+acfx0vbn8IlV7wWm844C2edexFC4wHcd9evkE6nYHc4sHnLVuUXKzuzXFouGUF0tBdHtj9Q9rDc094Dq9uP5u7T4Whqr5s4UpRlfO+6i2oiYOJGs9uMrCAiOSvrxOyBLINIUtBW8mn2OFbAxGN1Tn+JPby3WngYDRyiify0GMYympgMepgMHExGVUJo6lgHu9uPfb1MyAAmxiams1pMTXisRBE2f0uTC01u+7z85GISYrH6z0Ol5Ez93LeaZ1mrw1gog96RBCxWC87/uysRDEYrZhRp8rnBcZPnkArA4lQzbWhpRVmCmE0jMTaMQiYJdg8X0j7782247PRVeKVvAvH0PJJNESjmgN6xDCYyQkXOF3SrosiqDrdSBikoijjYH1FkEZZRxOkwY8s6N4oplsmqPE6dXo83fuSrOOX8qxayBeo7DwESReh6EAEiQASIABEgAkSgsQiQKNJY50m7IQJEoJRAQQL6gzJu/qt2ScRh1uFt5/J47yVG5UMs1IgAESACK40AiSLqiZEostJuLsXbMARIFFm+R/nEnih++/jYggLMpgQI2QIKgrYsBAuafJ7OrzqrGZ+6ZkO9pqN5iIBmAvlMErFAPyIjhzB+ZEfJuK71HWhu84E38CgIecRCCfQfGKg6t57jYXU1w7/2DEUmsbp8sDh9mmL5zdevxVj/0rP/xHNpSLK2T0xUC4xlFmG/phorUeNzmzERVcuEzG0miwVnblUlFyaKsCbLMmLhOAr5guJesEwl/vbqLJjYYDUZYbUY4bRbYTBwYOuyJuRFFET2S0IsmUFOYNJKeRybejo0sc5nUxjr2wXexMNsN8LhtyI5kUEqXF2ukYvF6Xg0LTLZKS/KyBdkpTQQe8OBlWhh8g2v8d2HHYdCStaYC1/7KoTiWZgnS85YzCa1FI3FBF+zRxFIWNGfVk7NrlGpZcLzl5LRsi+WWeboeBy3/+UVpLLz/3eCnV97kx3tbtt0OZ9oQsDhwQReHogpGUVmt3O63DBwOtitBjR5bWjxGrWEVNbnc7c9t6hxNKicAIkidCuIABEgAkSACBABItBYBEgUaazzpN0QASIwQyCRLWLviIzfPVvQnEmEVcV989kGXHeFAUaeLBG6T0SACKxMAiSKqOdGosjKvL8UdQMQIFFk+R7i0/ti+NVjowsKMDgcXVD/enX+13/ciItO1/ZAvV5r0jwnN4Fg/27EAn0YPfB8GQir3YrW1X74WDmTOS2bySE0GsbYgLZMPRZnkyKMOHxd4AxGmGwucLxR/bPVCc5gRiw4ittvfG/dDoQ9zM+JebDyMyy7yGKad1ZmETbe6zQikigtJaN83edH97pTwBvU9JxTosjUmkwYYbKIwWCAnlPL2sxunJ6Dw2ZCq88NlqlES2PSRjiWQiabRzo7k8Wiq9ULh82iZQpkEhFEx49CzOeg5/WqyFAlmwiTUqRiUbPcMRWAkJcRS1UWNzhOD6eVh4HXz5v9Q4YRNpcL/vXr8ewrg5OiiAN2swlOpw0miwn+9mZYLGZYdRKa9DPyhlTIo5BOIRUchZhJLalUGGNw3zMHlcwhSZYRZJ7GznFNiwtNNhNkqRwq+8ozuyYwHM4gnC5AnMxict5qtyLjsPJGXe0uNLkWl/KVRBFN3wKaOpEoogkTdSICRIAIEAEiQASIwIohQKLIijkqCpQIEIEFEAjEZfxtn4QHdxYwGtWeKvbSjTw+/0YjrCZt70ctICTqSgSIABE4bgRIFFFRkyhy3K4cLUQESgmQKLJ8bwT7JPunbj0IWdb+P8gnQhShbCLL9w41SmRjh15AsH+PIoZUL62hw2nnbYTNYVO2LeZFDPWOIJVIQ8gIMFlNsDtt6FjTBqN5MtNBEYiGYjiyu1cp/aHXA6JYVLJpnMjGMopIoqjEIRdEiLIIloJDLBRQEAtI59TMGYV8HqIooliUUSgUIEosa0deGWuAHorWMfnjw27lkc/LYD9X/K0daG5th80xU6Zmar+ZrABRkiExQURUM5vo9Xpwep2STYPnOfA8D0MFaWQpzNh6I+NRNHsdsJgWloni6Zf34O2vvxjbH3tY2a7RaEIhr8oQOUFCPJ2H3cLDZtEmLjCRJRhVBZaX+ifApJAOpxPN7tK4Wpo9aG/3Yf2GNXC5nLDY7eCNM5lcZvO4/8n9QE6E1z6/COPgBDj4HCz6cqlnoXz//GIfdvYGMBGrXcbook3tcFsMmP3WynikcgaaIorQlfRUI2MySkGUYeT1KOpQoYe2Hbz909/H2jMu1taZes1LgEQRuiBEgAgQASJABIgAEWgsAiSKNNZ50m6IwMlOIJYpYjxexMOvFPDQThFzEpfOi2fLag43vNUEl5UkkZP9HtH+icBKJ0CiiHqCJIqs9JtM8a9YAiSKLO+j+9rvejESnv/T37N3cCJEka9etxmn97iWN0iKbkUSyMSCGNn/LEYPbJ8nfh3cPic617bD6rBCyAo4emAAiVgKxQqSFXvAbXNZsPbUbpgns1dk4knEAxGIeTWbA8t0IQgi8oqsoUHU0unA6aAIBWpWDZ0iV7DKK0ywYGVZKjWWOYQ1JiawdVi8TJhgXxZFGeyB/FIbW0ORJooydLoi9HoevMEIJbhi1SQcS132uI4PhMI4a9NaDAyOoXdwBJdfdDb2vfwcUsk4RmMS2po9iEWC8DgqSxyzg2XnEEkKkCYzabzYP6G8vLHVj9M2tqGr3YeedathdzpgtpeLNpU2XpBk/Pv/dw/ecvFZmrl0mGIwz8ouonXg4dEo9g8EsW8ghGB8fkGEiT8+pwWBaBpXn7O6bIlKogi7kcFoBn6PtWZIrO/UzU9mCmAc7GYeRpYbdp52yVs/igvfdG3N+alDbQIkitRmRD2IABEgAkSACBABIrCSCJAospJOi2IlAkSgGgFWZoYJIs8dkbC9V8T+kYV9YOu0Dj1ueJsZPgdJInTLiAARWPkESBRRz5BEkZV/l2kHK5QAiSLL++Ae2x3B757QViKD7SQWTKIgLK5UxWJIvOs1q3DNlV2LGUpjiEBVAn0v/hnDe59GUVYzWlRqLq8DnT0dCI5FEAtGkRdmSnawrBfsYbTVYlSyYFQTNabmNZiMsLgdsNgtCA0GIBWO3/fQUq8BE0FUD6X2P46ZGMMZeRjMJkVkYUNYyRYxJyAVTSrCCpNkRFFSsokwWWW5t6Oj47hwywZIchEToQR27D+MN7xqK2KJLLK5PLY9+zLe95YrMDYRn94KE3rMJh42q0kReZjkY+QBm02VGNh94E1q5o8f3no3tr+8H3f89MsLQsFKxuSzKfQOTeBHdz2PC7dsxMbVbQuaw6CT0GmOQl9FGMqLEh7ZcRSHhsIYDCZqzn1WTyuanSbw6tErLZkt4Il9o3jVae2wm9WMK0zwiMYFReyY2w4Px9Hlt8NsnF/2mBoXSQiIxHNlO3BajXDZDRieSGNVq0MpVzPVHN4WXP+9/625H+pQmwCJIrUZUQ8iQASIABEgAkSACKwkAiSKrKTTolgXRGD2Jw0WNJA6ryQCaUEVRJ7vZYKIhF2D1d/3q7Qv9l7GqR16/MvfmbDGX14eeSWxoFiJABEgAlMESBRRSZAoQt8TROAEESBR5ASB17hsXyCLb9/Tr7E3kE5kkUmoJROOR/v5v21Fs7v2p/SPRyy0RmMQiAX68crD/1VzM94WDxKRJMRZUofZZAD7ZZl84F1zkjkdjFYzjCYjUtHaD90XOvfx7s/2ogoPBljsNuV3nZLtpHIb2n2k7AUhLyJfEJFO5+uS3eRYMHh532FcfflWpLMCEskcXth9EG++8jxE4mklK8zjL+zCu66+dFoUaXbbYLXoYeABu80Ig8EAk91eNbSHHtmO39z9l5qiiCjkIAlZZCJBiLksxMnyQL99KY6+/gCuef2FyAsiRsciStme1d0tmnDYOQEtxpn7yASeJ/cM4fBIBH1jMaVMUK3W0+bG2hYXKrodxSL+vHMYm1d70OFVOaRzIlKZGfFqav5MTkRGKMDnmr98zlT/WCqPYLRy+RrWh1UvYtJOviArooiB55DPi+hsceBTP/4TrE5Pra3R6zUIkChCV4QIEAEiQASIABEgAo1FgESRxjpP2g0ROFkIZPKqIPLyUQnbj0h4qX9hggjjxD7gs6FVj0+/niSRk+Xe0D6JwMlCgEQR9aRJFDlZbjztc9kRIFFk2R1JSUAFqYhP/my/5iCFbAGJcEpz/6V2vPemi5c6BY0nApMEihja/ST6X/orisXaD79nsOlgNHKwWYyKJHKyNj3LomI2wuZxwWAxKpLIQlolUWR6fLEIlr0ikcqhUFj4P+YXEsdC+rIsIo8/vwPvefMVCEfTitTy7M69eNtrL0IomlJi3XPoCN786rNhNOiUDDMWp7NmhpnZMfQeHcGXv30bfvStf4bPo5bYYvdTzAsQYmGI2Sxy8TCmygjNjf8Lv34F552+DpvXr8L25w9O1/o5a0sPLBZtZ2TPHcVgMI6n9w5jJJTUVA6JlUDauq4VkWQW/eMJvPr0DhhZKpEK7blD40o2kc2rvMqrlUrOMJljeCKJ7nYX5vGNSmY/MhRfVPEkv8eMD3/5p1hz+gULuQ7UtwIBEkXoWhABIkAEiAARIAJEoLEIkCjSWOdJuyECjU4gV1AFEZY55LkjslJmZrIK84K27rTocHqXHh+6zEiZRBZEjjoTASKwEgiQKKKeEokiK+G2UowNSYBEkeV/rB+7ed+CggyPxZVyEse6XXS6D//6jxuP9TI0/0lAQBYLePLXX1nQTpkU4rCbldIyJ7J52pthslshZLLIxpLI5wqQxWNXuoY38LD7PDDZTDBazHXZeiaWQnhIe4mrWoumMoJS9uVYl67pHRxV5I+Nazqxr3cEP7/7QaV8DmtMlNi0bhV+/OUPK3/W2oqyrGQGySVjkAQBQjKKH979DDqaHHjrxdp/3gXjBYzHCtjVn4Mkz/w8nsqme/ZZPTCbtYkiew4exhPbX6y4Bb/bCq/DAq/NBFmUSzKMOG0GWEw8HnxpACaew2vO7ASrU8TxPKTCTMaQQCyDl/uCeO2WLiRTBeTnlBwankghK0iwmDh0+qtnX5kdYHiy5EyloFkpKKfVqrwkyjLS2dKsI2yd1/39NXjDdTdoPTbqV4UAiSJ0NYgAESACRIAIEAEi0FgESBRprPOk3RCBRiWQF4HxuIx9IzKeOcyyiIhY7OeOOr06XLqRxxu2GNDu0f7+TqOypX0RASLQeARIFFHPlESRxrvbtKM3vQ0TAAAgAElEQVQVQoBEkeV/UAsVRVhGEZZZ5Fg2nQ74zifORE+HtoeGxzIWmntlEyjKEvZs+zUiI4c1b4SVq/A3OTT3P6YddUDX5nUlS8iyjHxGgCxJSIXjENLVy29oiY1lBzHaLHD5PeBYzZQ6t8DhIRRyQp1nLSIUSYOVSjlWbcf+I9hy6hrsONCPPzzyLOQKmWi2bl6HG/7PO+Cyq2LC7CZLIiQhByEVV6SQfCoOUWAcVNlkqj30/BEcHIrgM28/r+ZWxuMSdvVnEYiUlwDrHYshkcliQ0czLrvoFJg0ZMBhkbB79L9/fRSBiRA4vQ7r270wGzlYDDwK7N2XKq3Fy0QiHR56eUD5xM6bzl8Ls8cDSchDSMyUsxEKErbtGsaZq30w6MvFq8NDceigQ1erHSZDdTGLSTqs3IzTasLgeAKSVMqRhclzHJpcTnCz1pFkCVkhj0Q6o+yE5/W44IKteP+Nv6zJmzrMT4BEEbohRIAIEAEiQASIABFoLAIkijTWedJuiECjEWAZRILJIo6My3jqgITtvRKy+fL3BrTsm2URYZLI32814MrT6v9emJYYqA8RIAJE4HgQIFFEpUyiyPG4bbQGEahAgESR5X8tFiqKFHIiYqHkMd3Yzz6/FX6P6ZiuQZM3JoFkbBwTI4cxPnwQOp0e+ZEjmjdq4Dn4vKVyEis3ks9LyIsiBGH+TB5MMHHazDCZ+AWVH9ESoMFsQuv6rumu+UwO0bEQ2O8LaSxLiNlphcuvlgE51m3s0ABE4diKZawsS04QIeQLyObqs1ZBFHGwfwivOn8zrv/aT2pi+t3n3lCzT7UOaSGPG25/Ate/8Wys7yg/FyZIRBI5HJ3IYP9Q6RsgkWQOR0aDyGRn7oHbYcfH3/Nq5nCUtExWwHgkAU6ngyCKJWV+Wppc6N29vaR/KJ6Fz2WpGLbLblRkEtYS2Tye3DeGS87bAJ+ZQ2FSyJg9kGUd8dhM6PGr5XVYy+UlDE2kFElkTZsDHFf5kzusLFEglAH7/mpvsmIskkE6W/69mBckdHf4S+MtAuPBOPx+l4IjIwiIJVNY1WLHJ37wB3j8nYs+NxoIkChCt4AIEAEiQASIABEgAo1FgESRxjpP2g0RaBQCqZwqiBwclfBCv4yX+iQkc4sTRAwc0ObW4+INnCKIrPGf2EzCjXJGtA8iQASWLwESRdSzIVFk+d5RiqzBCZAosvwP+Pqb9835fPv8MRflIkJjsbkfiq/rRu+96eK6zkeTNTYBsZDD0JGdePrhnyOTik1v1mQwo7t1rabN261mOGxGpXQGa0wOYeVNMrm8pvGzO7HSFx6XBSajQfmyLBfBhBNWzmYpzWA0wGSzQMfpkAzFFzwVi6tzc8+Cxy1lwNBu7aLOUtaZGlsoSBDyIlJpAcUF/WQrXT0cYxkxZKRyAm65+081Q/uPD1yCbr+zZr9qHT778214/da1uOoc9b4mMgJ29o5jIprGS4cDkIs6nL5uM2YnNSlIMp7fN4CCVCpNNHlc+Mg1l6FvaEIRnNi5s7tnNhoQT2amy+fMjoWVz8kF+5EXZoQTlq2FyVNzm9XEw2GbucsGmxXP7BtRSpKdv7aprD8TQh7ZPQwjp8cZq3zTrw+MJZUyNG67Cc2eymWOUpkCxiNZJeZ1nS7l27N3OFG2B1aGSBBkrF/dUrZ+LJZGMJTA+nVtymuj4TDammx43+d/gHVnXbboM6OBJIrQHSACRIAIEAEiQASIQKMRIFGk0U6U9kMEVjaBWKaIULKInQMSXu6XsWNAxDyJT2tu1u/UYX2bHledxuPSUyiLSE1g1IEIEIGGIECiiHqMmkSRD193Hbo66ZOFDXHzaRPLhgCJIsvmKKoGcnQ8i5vu7l9QoMlIGrnMwh+ga1nkq9dtxuk9M5861zKG+px8BAr5HO699bOIh0crbt5t96DFoz4Ynq/p9Xq0+NQyM+zBeCiSqtidlR1JZCIQpdoZKwy8CS7rTGYIq8UIu9WkPLBPpLLICgUYDTzMRh42a/0z5yhr5AqKoDK7sThcDgvMDiuau9troVny66GBALKJyjyXPPkCJmASQSiWQjiagsNugYGr/WmRwwMjOO+M9fjeL+9D3/BYzdWYJMJkEa2NiSCBCJNAxjAUTGI8OsmJHdmcxBotXj/ammbOi0kTR4OlXPP5AgKhsLL8lo3d6F5dLmzUim1tpx8DR/YgHolU7epzmUsyfxgddrBfrPTM7x/YjjaPFWevbZ4ezyQP1l46OqH0WdfigttqQlYQMTyRVl5b31X5530yXUAgkoGR59DVaoN+UuJipWrmtmhUQJvfgXC6gGRKAMtCsnmtH3azEUf6AgrUnjUtimiSzGZhNRVx/pVvwhs/+tVaWOj1eQhQRhG6HkSACBABIkAEiAARaCwCJIo01nnSbojASiXA5BD26/k+CTuOStg1uLSywy6LDm0eHa7arAoiTfbKGU1XKi+Ku8EJVHivsMF3TNurMwESRYCh4WE8/NBDYCym2le+8hXobrzxxpInKCSK1Pn20XREAACJIivjGvzw/kHsG9L+QDebFJCKZ+q+ucu2NOPT79xQ93lpwsYhkEqEsPf5B7H/pb8gL1S/gz3tG8Bz8386gIkbPo8dkiwhnckrmSjmNiaGZPIp5AsLLPHCm+GwsAwIk1KCTge/166UzxibmHnQzXN6mEwGOG2m6WwmizktJoVksnklC4ooyVWnsNvMsFuNaOr0w+ZxlUkJi1m70hgmiDBRZLk0Vp7m0ef2K7JOT1cLjCzX6Dzt8MAwLjv3NNz4kzswFAjV3IbDYsStn3zNvP32DgQxHExiOJTAvoHac05NtmX9mdP2SF6SMR7LgmUTmdsGR1Xel52zEd6m0hJKU32tFiuMRjMMBoPColiUkU6nkMlmYLEY0ea2YddLz1bdR4t3phSNyeUEyybCmpjN4Z5tryhlZC7f3A6WdaRQkBFJCsrr+0ciSOdFtLmt6PDYlZIzOUF9o6eSKCKwsjTjKej0OnT5bSXnVUkUicXyWNXhht1igZAr4OChcRR1gKfJhlXtbvQdDYJlDfL7nZBlGQUxi1M2b8YHvvrrmmdLHaoTIFGEbgcRIAJEgAgQASJABBqLAIkijXWetBsisJIIiBIUOSSUkvH0IQk7+iUcHq/+/paWvVlNOrQ4dbhoPacIIutba39wSMu81IcIEAEisJIIkCiyAFGE2SPUiAARqC8BEkXqy/NYzdYXyOLb92jPKlIQRMSCybqH819fPBdep7Hu89KEjUEgnQjjzh99DLJc+5MEG7s21dw0K8dhNHJIJKtLIKFE7WwS1RbS6/RwWr3guckyHTodrGYDJEkuk1LYQ3uTkVcyfrAyIAtprNxKOJZSMjZoaWz+Fp8TRosZLevKM6mxB+liLo9sIg2pIEISZYiF/HS5KT3PwWgyQM/z4E0GWN0ORTqYaqwESeDwoDJ2ObWnXjqkcGehepx2tPqqZy4aGAvg/DM24Lu/uA8Hjg7V3IbXYcZPrn91Sb9oKoeB8Tie3D2I0XBKyXKx8KaDKoqorT+YrHrOU6LIm648SxGS5jaLxYLmpvLSLKyfkBcQDAawblUrXn72sYphOm1GWEyTgo0OsLe1Kv1kSUR2IoxtrwwhV5DQ7XdgfZsbsaQwHetAKIlgMgsm1HS6bBgNqZKX1cyjo9lWtt5AIIl8QYbfY4bLXpp1p280AUmauewFVnYmK6Gz3QOrSe37x6cOg9MBfpsJBr0eBoMebX6XIo6wJkpZeN1W/MstTy78SGjENAESRegyEAEiQASIABEgAkSgsQiQKNJY50m7IQIrgUAmr2YPGQrLeL5Xwo4BCSMRjW9wVdmgxagDKzOzZTWHC9ZxOK9n/g8LrQROFCMRIAJEYLEESBRRyWkqPUOiyGKvGY0jAtUJkCiycm7Hx27et6Bgg8PRBfWv1dnnMuGWL2yt1Y1ePwkJ5HNp3P6d91bcudPbhotffx3aVp8G3qA+JA4PHcSebb+qC6lcIQtRzEOURYjS4sotNTlaS0SKtmYn4skcMrn552PZFEwGHk6HGZy+9ME/Ex6SqZxSLmcpjQkjTBwxmIwoCIvb3+z1OZ6HJFYXRFhmj3A8DZ+7csaLansRRQmpjIBcTkQRpW8YsPI9JhMPE8/PmyElkcphPBTH4JhaooWVePG5HfB7nGXjkpk0mtxOHB2ewM2/f6Am4nPX+mHii+gPlJdFqTkYUCQhdqasHNE/vukKNPtboNcbsO3RXcgXJASTOaRyVcoeFYuYiETB8zzWdTSju9tXtqTf1wKzeSYbCOuQTiYxeKgPG88+Y7qsSzgagoMXcGT/7pI5/F7LdEUck9MBg31G7khNZjJhwsaju4chykVsXeMvGc8Ekj3DKncXr36fsvvd014qGbGvs3mOjiWV9dZVKEsjyUXldZZFh8lR8ZgAq5VHa7MbZuOMaMjuzMBAGPfuGQK7d29c14Y1a32wWE0wGAroWncq3n/D7VqOh/pUIUCiCF0NIkAEiAARIAJEgAg0FgESRRrrPGk3RGA5E4hnWPaQIvYOS9g5ICslZhLZpQkiJgPgd+qxuVOvZBE5fx0PDdWHlzMmio0IEAEisGQCJIqoCEkUWfJVogmIwOIIkCiyOG4nYtT3/nAUh0e1l5OptyjynteuxtuvKM9ucCJY0JrLh0AqHsTDd3wD0eBgSVCspMvV7/0K2tdsni7LMdVh32N3IHh0b903ITNZRBaRFdIQ5YLy8FlLs5jssJkc012bvXblIXc4ltYyXOljMHDwedjDeZ0ih4Qi2ktFTS3CMmmwLCo8x8Fo4MFxuoqZJzQHtYiO0XgGOaGA1mZniTwz71TFIsaCiekuyUxByUTBzcm8wrKauBxmGI3stfKMGoGJhCKZ7OsdKVnOajGhu71UriiIAliZFpat5Uv/+cuaO213GJVMJVpbk9MKr9OGzRu74WtqhqTncdvv7leGf/1fr1d+f/q5AwiMx3B0Ion5kq3Gkymk0hmcuX4VWGYTu7c8Q0dXx+oS3kImh2w2g6IkY2JkDOvP3KxmsikCdnMBB/bsQCIaUeJg5ZGaXKrcYXI4YHDMzJ9PZ5CPz5zN7qMRDIaTOKe7uWQ99p3yykAIoixPiyIOqxGtTaXyClsjFM8hmhBgM/Nor5BtZHYfUSwimczDZjUoWXIskxlFZp/DeCCBSCSFolzE6m4fzFZW6knGWz5xEzacc4XWI6N+FQiQKELXgggQASJABIgAESACjUWARJHGOk/aDRFYbgTY22hMDgkni3ixnwki6i+Nb69V3Y6BB1qcepzSrsfFG9QsIkZ+AW/SLDdQFA8RIAJEoI4ESBRRYZIoUsdLRVMRgYUQIFFkIbROfN9P3LwXIvscN/t/6RrPwOspipzanMXb1/XB33MGvB09sLqbTzwMiuCEE2AlZv7rG/9QEsclV1+PTee8rmps4cH92PPIb45b7EwWYVlH0rn5M0kwUYQJI6w1ue1KyRsme2jJCOKwmcGyZoyHEprklKmSOjZLacmO4walykJysYjxSeGD7cluqx1fMJyCKJVmTRkLZZQMGC0VJAMte2RnNjgaRjonTHc3cBxWd/gUgYY1USpMlwwaHJvAbff/FYUqpXTcFh42w4yYoogVDis2rumEx+VCR9caMIvkJ7+6ExzH4ZMfuAY+b3nZm5/95h6MBIKKKCIIBdz7x+exo3cUzV532bZYORWXzQinZbKsEYCNGzuQzOaRmbUvNjCfK2DduvXKHIPDw0hnMtjQsw56vR65bBYjvcMQRRmnnLVR6WM3FjA6dBTDA71gmZ6mytiwLCIsm8hUS49PKKLJVAtGsorQ0jeRQCZfwOaOppJMLaPRNEZj6WlRZE27EzyrDzOrTWUTMRk4rGqdP+vM4aE4RElGMlFQ7oO3yYIWTzmrqen37RmBy2VFR5cZ5135Frzhuhu0XBfqMw8BEkXoehABIkAEiAARIAJEoLEIkCjSWOdJuyECy4WAIEKRQyYSMp49rMohR8bn+0iMtsjNBh2aHTqsbdHj0o0sgwgHq5EEEW30qBcRIAInCwESRdSTJlHkZLnxtM9lR4BEkWV3JFUDSqQL+Nj3d8DZpK0kRGgkpumhtRYCb+85Av3B30937T7n1Wg/5Vys3nKZluHUp0EJ7Hjybrzw2G+nd2exufC+z85fKqL3+QcxvPeZ405EUGSRBORi5X/o8noebrsqQE2JIlPZNeYL1sDp4XRYEUtmIM16KD93jA46pfyK2cTDYp4pv1F5bmaBHf9/OCfTOaTSqpyhZkiZ/2cN+0RJIFgu4DBRhLU2n3XR58wEg0NHx0rGs0wrG7pbla8VJBEGTpVGWAuEo/jxnWrGj9mt2WqAy2rAKd2tcDudWLW6G1Zr5Wwpt9zxPxBFEa++aCuuuKi8zNZDjz6DZ1/epYgiz71wCPc/vls5Jo/TWbImO7luv0M5QZfTCpPZCKvFiJYWDwZGQ8jlS0vU5NIC1m/cgNHAOMJDQUUK4aBTMn4IQh6PPLUD52/ZiPMuOwc2hxVGLoeJ4QGMDR+F32NWz8tmhck1O44iUqPj03HlRVnJAsJaRhCxbzSC9S1uuKwzdzGWyePIeAxO3qTEvr5CWZlEJo/xcBY+lxke5/wiERNFWItFBcVrNJo4rF/VUvVOjA5HkUzmsGWLD1d/5AZsvvjqRd8fGqgSIFGEbgIRIAJEgAgQASJABBqLAIkijXWetBsicKIJsPIy4VQRfRMyXprMIDKR0Jadd77YrSZVEGEZRM7r4XBONweH5fi/z3Wi+dL6RIAIEAEtBEgUUSmRKKLltlAfInAMCJAocgygHqMpb77nCB55cRzNnZ6qK7gQwybdfpyh24VvDF5Tt0jeZ7sFuXio4nx6jkfP+a/D1rd+vG7r0UTLn8DLT/4PXnzsjulA3/zBb6J11aZ5Ay8WZTz5q6+gKJdmoDieu80IKWSEZMUlfc425etNHpuSuWK2ODF3ACsD4rRbkExlIcnV/hGtg89rg4HnNG2RlV0JTCTBKoy0NJfKB5omWEInQRARiZeW2mnzl2fVmFoim8sjlshWXLEeogibOBRNYiIyUzaFfc1k5NHd3jxvSR4WdyA4k93lyOAIzjltHeLJyvFObSKWSOLO+x5Uyt9MlZeZvcFkOo3v/PTX2LTmVIRSIobHI/DNypAhihLWtrmw+dRV8E5KNmyugRFVDjllTTtGxqOIp0pLiKVjGaxeuxpW60zJmOH+UQz3DSOeSCOZyWD92k7o9Rx6TlsLq0WGlI0gFuhXwuOtFpjdM2eVTySRT82c5UQ0W5Ym9sX+CWXs1jX+6S1ORDMYjqdh1HEw6bmKogibK57KV3xt7mXIFyQMBtKQZRmxeF6NldehyW2Dz1P5fjOGrW1OfPJHf17CbaahUwRIFKG7QASIABEgAkSACBCBxiJAokhjnSfthgicCAIFCYiw8jKpIl4+KmH3oIRdQzLy4tIFEYdZh2anDqd3cdi6Ro9z1nIwUYmZE3HMtCYRIAIriACJIuphkSiygi4thdpYBEgUWTnn+dH/eBGhuABvixOcofTBsxNJbNQdwFW6bdBN1qT50vCHkJbVT5svpa1yCTg//P2aU1z2oRvQsen8mv2oQ2MQuPNH1yMZm8lY8NEb/lBzY9lEGM/f84Oa/Y51h2w+rWQXmdumRBGf167IHemMgEQqV9aPSSQuhwXBSGXhhA1gQoPDbtYuiRSBWCKNnCDCZbfAOivTw7HmweZPJLNIZ9WH+VOtzc8e5lf+xAcrsyNXEGQkqQgmE7Dmc7P9z5R8Weg+2FsULANHJjtTgobNYbeasaqtqep0TBSZCCWmBZ5IPIm1XS2IJUoFjbkTsKwfD2z7Gw70DuBrn/2YktFjbvv+Lb+FkbNhJCwinc3CajYrYgkrv+O0WnHtOy5VsrFMtfFwHOFYCs0eB5q9zorySyqaRmtnK7ye8j3Jkgw9p1ey1ex9Ya+SnaT7lBZY9QVMDO4Db7HArEgXaqyFdAZCfOZuCwUJsWTpubJ+e4cjyBbEGVGkCPSNJpEUBUUqsXGGijLIeCSLRFqbKMLWCcVyiCYFRRQpzrovbS0O2CxmmHjD9BXL5fOIp9K4/MrL8c7P37zQ60L9KxAgUYSuBREgAkSACBABIkAEGosAiSKNdZ60GyJwPAkkc0VFEBkIyYogsmtQVv5cj+ay6uBz6HB2NxNEOJyzhmMVfqkRASJABIiABgIkiqiQSBTRcFmoCxE4FgRIFDkWVI/NnG/74tPKxCaLEc4m9ZPnFmSxTncEb9I9MC2ITK3+ZPJ03BO9ZMnBvGZNCE39v4AslpZLKJtYp8Mpl70VZ73xw0tekyZY3gRCgT7ce8tnp4N0NbXjnZ+o/WA3MnwIu//6y2WxuVCitKwJC2quKJLJ5suyUNisRljNRkTjWUUOqNQ4vR5+n0PzPploEImmwTIwMEGlyWtjhUc0j69Hx3A0paw/u3ndVpiMhorTj02Ul5xhHVnJmGBUlWtsFgOctsrjtcZcKEjoG56AJJe+ebGpp6PqFEwUYRIPK+HCmlwsotlrRzhamjFl7gQsi8vAyBhu+939eP/b34D1a1aVrfE/D27DkaMTCMX1yBfUn4l2q1WRQE5b24ozTisds79vBCjqsK67FaxMUU4oKPuZ3ZKRNJxeO7o6V8+LJTgaxMRYCKvXN6PJZcTo4R2wt6uleKZaajQw/Wd2nrFUviybCOsQSmZxNJTE6V1NMPEcsjkRw8E0BFlCXhbh4E2VM4pEsogvQBRh0slAIIl8QUYmIyKfV++Y2cTBYuXBvleMBoNSJo2JIuzWX/PB63Dle2Z+vmi9K9SvnACJInQriAARIAJEgAgQASLQWARIFGms86TdEIFjTYBVSFayh6SLeGVAlUN2D0lIC0vPHsJEEK9dhya7DueuVQWRM1Zpy6h7rPdN8xMBIkAEVhIBEkXU0yJRZCXdWoq1oQiQKLJyjnNKFJmKWK8r4gddP5t3A0eEDvzn+JuXtMlvf/xMrO+yl8zR/9IjOPLcwwgd3V82d9spW3HZB78MVpKGWmMSeOy+H+Lwrr8pm3O4W/Cu//MT6HS1M0ccee4BjOx/dllAKUh5xNPhklimRBGP0wqz2QAmKYSiKaUPx+nhddnmzSIyNW6hG5wtXcxX7oWJDuzhv5rpo75tLJhAuVGgmyzDM/MPfZYVgkkY1crtiFIRwcmMIixCn8cCA7dE6aUI7GPCxaxmMRnR3dlcUaexWQ1gDg+TMqYak0BCkZSSmaNSMxp5pSQKa7v2HwETQj75oXeiq7sH+WRkesjoRBA//dU9uPKiS1AQZKWkTE93GzyembIxU53Za31DE+hs8Spliqbawf6xEvGFiSKslJGn2Y3WlvaaBzsRHMHaTj/iiTGIkpq9RcwJEKLR6SPMizKiidJMLHMnHoulMRbL4IxVTRgLZZVsNqzFRQFWzoBNq8rLnLFsIiyryPquymWJmODExKe57fBQqVjE9svu0tyeLAPNP3/tR9h47pU1OVCH2gRIFKnNiHoQASJABIgAESACRGAlESBRZCWdFsVKBE4cASaCMEFkNCrjxX4Zu4YkHAnUJ3uI2cDkEPZhKz0u6OFw5ioOG9trvyd44mjQykSACBCB5U2ARBH1fEgUWd73lKJrYAIkiqyMw03nRLzvq9vLgv12160w6dSHe9Xapwf/aUmbvOvrF1YtH/HnH34KkeEjZfOvOuMSXPy+Ly5pXRq8fAncf/u/IzCoSkLnvOpdOOdV79QU7IEn7sZ47w5NfY9HJyaKMGFkqk2JIuyhPsscwh5kB0JqGY8Wn1Mpz5KdJR/MjpGVKWltXrjAwWSGaHymJEo1UUTIFxCJZWAxG+F2zkgH9eJULUMIK7PTNEuCiMUzVRmwWJhAMhFR5QXW7FYejjqU0TnQP1pW6qbd74HbYS1DkMtn4bQ7kM/P/GzkeUCv56YzWswexKQFn8euyECssZI6N/7g5zjv3HPxpivOZV+Y7i4XZdz4/Vtw5SUXwOvxIRhJYN2qFjBOc9voRBTxVBYbuluVzBlTLSvkMTgWnpZWMoks8rkCbG4betb2zH+kxSJGAkPY0N2GbDaMbE4VMFJj49OiT4FJIkm1hMx8TZRl7BwIodNjRyolKlk9WGOiiEnH4fTu8lI4Ql7C4Hiqoihi4x1guWVFuQCxWIAkz/AfGEuCyStTzcDrUKhQ/9hk4PCFH92JjnWn1+tqn9TzkChyUh8/bZ4IEAEiQASIABFoQAIkijTgodKWiECdCIgSEEkXEU0XsXd4JntILLP07CEsRFZehmUP2dDG4azVekUQaXYu8YNBddo7TUMEiAARWMkESBRRT49EkZV8iyn2FU2ARJGVcXzfu+Mgntkdqhjse5oewbm2Q1U3kpLM+EnwzRjNlz/007L7e2+6uGa3id7deORnXyjpd9Unvw/f6lNqjqUOK4/AL7/7PghZNdPGR758L5gkoaXt+vNtiI72aul6XPqwfypHk+NgD/9ZmxJFLCYD3C5VQMjmCjAaOUyEklVjYiJFJVGg1iaYRJDJTIoqOh383hlZYWosE0li8aySpcFpN8NmNdWadlGvVxNF2GRMnGFMxiMs60jt6cdCM+IL693mK5c5as9S2oPtv384WJIlhPWoJItEE0n43A7MTh4SSSTQ4W9SznNumyvnGBwefPWm/x/ZXBZf/9fry/p/+Xs/g9ftwhmbz1R4nNrTUZbZJJ0VMDAaQpPLjhZf5ewbRwbHkS+oMkVsQhWSeCMPs80Ev98PA2+AnuMgyzJEUUQ0GkaxKCtH0NLkhNdtQ2BoL/KJmbs5Ec1NCx9aGL/UH1TuloufuVdMFGFt6xp/xSmYhOJxqP2HAim0NVvBc3pYeDv0szILMVEkJ83chaGJ9HTWkmqxWYw8vnXHY7C5fFrCpz41CJAoQleECBABIrCCCbD/4Gv7X+wVvPmH9XYAACAASURBVEkKnQgQgYUSIFFkocSoPxFofALxbBHRVBHDEfZhEBl7hiUcrlP2EJ6DIoewEjPnrFGzh7DyMjwlEGn8i0U7JAJE4LgRIFFERU2iyHG7crQQESglQKLI8r8RrJTDB76+HVlBqhgsr5Pwva5b5t2IUDTg34auW9RmtYgibOJ7bngn8pPyAPu7q3U1Xv/pH1EJmkVRX96Dbv3626YfRn/0hj9oDnbHgz9HYmJQc//j0TGZjUEoZMFzBrht6sNp9tC7ucmh/FmSZUSiaYhVSpawPvOVi5lvD4GJxHSZDovZALezXKgYC8an5YzFrqOF43yiiJbxs/scC1GEzZ/JCjg6WirMmY0GrO0qFRpESQKn15WUQ2LJMpjww8oJzW48x6GZ5UydbEanF2ZvK+6751489tjf8OVPXVciAQl5Ed/40X+xxBl41UWXKaM29XSUIWKZRoLRJDr8XrgclTPAFCQZA6NBJfNJPJgsETz0nB4cpwPHcbA4LWXyBxN31nT6MbD3mem1RbmIcCy3oOPqnYgjmhYWJIrMXqB3OKHE2dFsg8lggIUvLcEjiBmIRVWGYaVtmCxiNOiRL1ROeWs18fjuPc/DYKp/1pwFgWmQziSKNMhB0jaIABEgAkSACBABIjBJgEQRugpEoMEILFIMZW9tsNIy4ZSMHQMy9g5J2DMsg5WcqUezmVQ5pMurx9a1TBDRo7uZ7JB6sKU5iAARIAJzCZAoohIhUYS+N4jACSJAosgJAr+AZX/xYD/++NTovCPaDWF8tu1ucJi/3qRU5PBQ/Fw8kjhLcwRaRRE24e6//BZ7/nrH9NwWpxdv+uJ/g+ONmtejjsufwC1fe+t0kAsRRXY+fCvigaPLaoOs9AwrQcMkESaLTDUmbZjNPJjMUa0xWYAJJbPLimjdHBMXAkwCAWAwcErpk9JWRDiamc44YTLw8M4qAaN1Ha39jqUo4nWaYDJyWkOZt9/+vpGykiqVRA0ti3ndVpiMM2fu7N40PSxxdB9+/8dtGA5M4NPXvQuiWEQkllaEjbv++DDC0Rguv7i6KNI3NIFcvoCerhaYjOVlaWbHx2Skg/1jyr4yiQxEkYkuHIxmHkaLEXqdDnKFOjI+jwPZwB5FJGKCCBNFZjee08FuMUyzn4hmK5ajOTAWVSQOG6f+nE6z0jGyjHPW+Gt+kJkJVKysDFt6TbtDkaxshpkSTIxXRpzJeDI8kUZWqF4ujd2THz+wWylhQ23pBEgUWTpDmoEIEAEiQASIABEgAsuJAIkiy+k0KBYicPwJMBEknCpiICTjxT4JrwxKGArXRw5hu2FyCMsgsrlTlUPOXM3BaaF/nx//k6YViQAROJkIkCiinjaJIifTrae9LisCJIosq+OoGMwnvv8yxkLZmoF+pPkhnGYZqNmvWNThM0Pl5RSqDVyIKCJLIu76wltKpjrvHZ9Cz3mvrRkXdVg5BBYriuz+yy8RGaleJulEEGClPBKZCFyT2USmYrBZjbBaTAiGq5ecYWVgWDmYxTRWAiWWUMtysIwTVkupTJXJ5hFPznzfN7ltMNYQDhYTx9SYYymKmI0cPM76lMwJBGOIJNIlWz21px26mkpDOZ3ZGVrM3hYYnWp5LikvID3ai9FAED/9zT1491teiya3b1rWePy5F7D30JF5RZHeoXGw7CMbutsUeaJWY9lHQpHkdIaZWv3Z60wwcsgh5FJxsJIzsxsrB+X3MOYzb+gEo7mKwkksI+DIeBx23gAOeuRkCYIsYoPfDaettuQXTuQQiQsw8Hp0+e1wmB3QYWbPTBRhwghr/aMJsCxZ1ZrJoMePH9qrZfvURwMBEkU0QKIuRIAIEAEiQASIABFYQQRIFFlBh0WhEoE6EmDZQyLpInYPSUp5mZ0DElK5+ggi7K0mJoc02fU4fx2HLas5bOqo/T5GHbdHUxEBIkAETmoCJIqox0+iyEn9bUCbP5EESBQ5kfS1rf22Lz6tqeNFjn24xvO4pr7fGnsXJgoeTX0XIoqwCe/83NUl8zZ3b8JrPvFdTWtRp5VBYLGiyN5Hf4vQwL5lt8m8lIdxMpvCVHCcUn7GPm9GET/LJqJBAqi04Vgii2wur7zU0uxUskbMbhOhBKTJDBGVM47UF2M9RZFAOFOSuYLtzO+1QK9f+qdQWAaLIwPjkIsz2ZO6232K1LOQZrEY4Z4sCWNy+2Fyq2WHmDiUHu2DXFDP5svf+xlWtbfija+5Ynr6g339eOSp55TSM+zYKmU06R+eQFYoYOOaNs0ZZ7JCHv3DwYVsA6u8Bhw+sA8FcaakDhM2XHZD2brBWA7ynKwjyp4BvNQ/AaNODwtngMgYSAU0WcxY0zqTHaRaYEW5iP5AEpJUhNnEobvFBfOsEjRZKQ1ZVuMLxXOIJoSqe2Sx3/wwiSILugTzdCZRpF4kaR4iQASIABEgAkSACCwPAiSKLI9zoCiIwPEgkM2rckg0VcTzvSx7iIw9w5XLki8mHodFzR7S49fj7G5VEGl1L/19m8XEQmOIABEgAiczARJF1NMnUeRk/i6gvZ9QAiSKnFD8mhbXKop0Gyfw6dZ7NM3JOu1I9+CX4dqZPhYqihx6+o946b6flcTx7u8+qDku6rj8CSxWFOl74WEM7Xlq+W9wMkKz2QCn3YJQNAm5QhaE2RkpFrKp2WVn2LhK80yJG3q9Hi1N9mNeiqOeoggrLRJLqqLFVGOSiN9jqUtFEUmWcLA/MD03k0SYLKKl8bweTR77tJjDsoiwbCKs5RNh5CLjJdP84NY7EI0n8PH3v7vk67f//g9ob+9EZ1t7RVFkPBxHOJZCT5e/pLyNlhiT6SyGAhEtXZXSNqODhxEcU8uTtXgtVcdlBQmJdOm5THV+uT8IGUWYdBzMHI+kmIdRr4dZz2Ndl0tTLIeH1FJKrU1WOKyG6RI0kiwiJ6nZcwqijKNj1bP0sDJO3/ufJ2FzejWtSZ3mJ0CiCN0QIkAEiAARIAJEgAg0FgESRRrrPGk3RKASgVhGLS+zf0TC7iEZuwcljCfqkz2EfX6HySGsxMxZ3ay8DBNE9DDyJIjQbVymBNjVp+u5TA+HwqoXARJFVJIkitTrRtE8RGCBBEgUWSCw49w9l5fwjzc+p2nVblMAn275g6a+U50+P/ghsFI0BV31T+MvVBQRMknc97X3gpWhmWokiizoWJZ95//+5jWQpIIS53X/927o9ZymmEf2PYMj21eONMTKmbT6ncgXRISjpeVO2IYXK4qIooxgZOZh+dx5BEFEJK6u57CZYbctLFuGpsOY06meoggTYcYjpVlF2HJuhxEWE7+Y8MrG7Osdmf4ak1BY5g4t5Wf8Psd0pg2j0wuzt3V6nsTAfpZSZPrv7Nwff+4VPLH9BbznbW+Cy26ffu3BR58AywCyacOp2LS2o+wfrVOyx6o2H+zWhZ/f4YFASZaQatC8LjucFg57d2yHy2aEyTj/92IslYeQL/8E0u6BMARZUv7t7eRNyEoFsJwtNs6A7jY7DHzt7/EjwwmlxAyTPbrb7XAYWTYSNmMR6YJ631nWkb7RRNU7wM7ypl/9GZ6Wrrrck5N9EhJFTvYbQPsnAkSACBABIkAEGo0AiSKNdqK0HyKgEhBlQCkvkyrihT5WXkb9Va9mMapySKtLh/N61Owh61qovEy9+NI8RIAIEIGlECBRRKVHoshSbhGNJQJLIECiyBLgHYehv374KP7wxMwD0fmWbOKS+HLHbxYUVV8og7EqZQDysCCk68L1X/wCbB71E/da2/6/3YOdD9423f2ya29Ex6nnaR1O/ZY5gZce/x1eevwuJcozLnwLLrjqg5oiTgSHsOOB0mwzmgaewE5TYkGhICGSSE9nFnE6LLBZjIuKTMiLiMRUEYRJIEwGmd0mwqyMh1paZbEyykICK6I4b4mdhcw11TdfkBGO58qGtvmsi5mubMzoRBSxpJqlgrVVbU2wW0s5zh7ESsR43TYYDaqoYrS7Yfa1q11YqZXAACQhOz0kEFSlB9a279yF3fsP4n1vfwtMRvXMB4YDePDRx3Dh1gtwypoOsFI2cxvLCsJKCnW0lJf54nkLLObSsi6s7E0qPVN6RpQkDIyGwO7LfK3V50JyeNeCuI5HZvaqIADQG4gjlhXg4k2QikWkpDzsnBGcTqeUDWr1sjtvqLoOu0fDE2nkBAk6nQ7ru1yw8HZF4EkXVDmkVkYR1ufrt/4BLd2nLGg/1LkyARJF6GYQASJABIgAESACRKCxCJAo0ljnSbshAhlWXiZVxHBEVsrL7ByQMRCaKbW7VEJuqyqIbOrQ48zVHLas4pS/UyMCRIAIEIHlQ4BEEfUsSBRZPneSIjnJCJAosrwP/HM3v4Le4ZSmIPW6In7QtbCH8HlRxstDCeWhYNWm06G5exM2XvJmdJ1xiaZYIsNH8Ocffmq676mX/wO2XP0hTWOp0/InMDFyCPf9978pgbp9Hbjm4/+pKehCLoNn7vympr7LpZPFbITbqZbzYOVnwrE0zGYeDiYlLPLf1kK+gEhMlRw8bivMxpmH77JcxHhoJuPC8RBFsrkCYokZ6aJe7MdC5XPWSxRhDHuHJ1TDgQk1zW54nLaqoXvd1ukSMIok0tQ+fX7Z4CgK6dj02LkZZDK5HFipmYvO2YItp52q9GMZQ359z33YdMqp2HLKergrrJ3O5jA6HsX67rayuExGO4zG8njT2QjkyWw9bJAoSjg0MFNmp9IGTQYDLIVRsO+v8lY5R2csKUAolL75JIgS9gxF4LOZwOn0CKQysOh5GGdlDGLyx3xttgjC+hr0Rhg5M9JiQjmrTE7ESLA8O8/UnExI+crP70Frt8qZ2tIIkCiyNH40mggQASJABIgAESACy40AiSLL7UQoHiKwOAKxdBHhdBF7h2XsPCphx4CERLY+5WVYQlCvTaeUmDm3Z6q8TO0soYvbCY0iAkSACBCBpRIgUUQlSKLIUm8SjScCiyRAosgiwR2HYTsPx/C12/YuaKUvtd2BZkO85hi5CLC6lKxlC5Iii2ht3WdfgQvf/a81u9/5uaun++g5Hv/w9d+DMyy8BEPNhajDCSHw2H0/xOFdf1PWvuh1H8bm89+oKY5X/vTfiI31aeq7XDqxUhoss0i9GssWwrKGVJo3JxQQjasP/HmOQ3PTTLmTeq0/e55qZXXqsVY0IYCVz5rdzEYeHufiMrHMjSmVETA4FlK+3OS2o6WpssTgdlphMasyjqP71JISNYVkFNnwmPJanmWNiaWnM4nMXu+nv75TqUpz1aUXYf2a1WDndNtdd8PhcODCrediXVflrEv7+kbQ6nPDOymSRBNpuB02sAwnej0Ps8kJjivN0pHPpyHkZwRBJvGMBqPzHsnG7haMHHwRLCvJ7JZIF2C38EpGkLktni4gJ8xkK1FK9+iNeKF3CBta3TgUiMFq4rGp3bug6xAIZ5DMFNDmsylrM1mE0/PIiRlMvWa3GmA2sLgAoSApAgmTTNjXv/Cf98DftX5Ba1LnygRIFKGbQQSIABEgAkSACBCBxiJAokhjnSft5uQiIEpAeLK8zPOT5WV2DdavvIzNpGYP6WrS4dw1vFJeZpVvkZ9wOrmOhnZLBIgAETihBEgUUfGTKHJCryEtfjITIFFk+Z7+XY8M4a5tgwsK8AxLH65t/nPNMU+Gu3Bx0zD0kx/H/11/G4zIwoY47MVIzfFv+uJtsHvnL0czWxRhE155/X/A33N6zbmpw8ogcPTAdvzl9/+hBNu59ky84b1f0RT4ke0PYGTfs5r6LqdObX5WJqQ+/8BmJTrGg0mYTTyYxDC7ZbJ5xJNqWZBKZWnqzSQUTYGV1TkWTZKLCEVzkOdkLPK5zTDwdaiFWwSODI8jnxfhcdnR5isXRdwOy3RZGN7mgLW5a3qrhUwS2Ymh6b/PLjczl8cft/0NQ6NjaG7y4B1Xvx4FUcKtd/xeET5edfFlWL+qFQb2sZ05bTwcV2SM1e1NyivxVAbjoThcDuuk2KKDwWBWhJGpxkrepNITMzPN2me1c9rU04Hw8GGk4jOla1jfcCIPdg5+d7mkx8oDRZPC9JQG3gib2YZtuw/CaTEikc1Dz3F4/7vfj9BIH8Kj/Sjky8sJzY2JnfdQIAWLiYffq2bjsfA2ZMW0IoOIUhEWUzmriSi79zp87dePw2KfP3PJsbivjTgniSKNeKq0JyJABIgAESACROBkJkCiyMl8+rT3lUogLajlZQbDMl6YFESGwvXJHmLgALdNB49Nh9M69ThzlVpexmGpz/tXK5U5xU0EiAARWEkESBRRT4tEkZV0aynWhiJAosjyPc5v3L4PLx+c/1PklaL/55b7sNakfkK+Wns+vRFZ2YhXOXYrXT49+E/TXa1IwCOP4dTi03AXx6Gbqu0wazKL04sr/+nbcPjaq64xVxQ5/bXvxear3r18gVNkCyIgSyJ+84NrkcsmwfEGfPjff69p/PiRl3HgyXs09V1OneotbYSjKRiNPBw2c8k2Z4siXpcVJlNptol6MxmbqJ2BaClrprMiEul8yRRmIwePsz7ZhViGjrFgDD6PA37vjGyhLqiDKvgAvNWuSiLM7JhsiYEDwGQGDpZNhJ1JtTY0GsAftz2mvPzx978bkizj57+5S/n75RdfhpYmJ5rcFbLOFIHRUAxtza7pTCb7e0eUn6p2qxn+JqdSeshidoPnZ5gkU0wUmXnjKBJPIRCqflZMVCnkYggOHizZQjAmYCIiYMNqBwzc3DeKihiPzIgfVrMdRt6giCKz212PqRmAirKMPc88hED/Pux87N55rwUTQliJme42lQlbme2GZRbR6znooYeO4yBBQkFQxSh1EeBztz1bck5LuX8n+1gSRU72G0D7JwJEgAgQASJABBqNAIkijXaitJ9GJhBJq4LIniEZOwfU8jKpXH0EEZdVB7dVzR6yZTWPzZ16rG+twwdyGvlAaG9EgAgQgWVKgEQR9WBIFFmmF5TCanwCJIoszzOeiAq4/jsvLjq4T7bcj3WmEQQKHrQaVNnkL/FzYNBLuMKxU/n7L4KvxQeb/6o8mPvM0PVV17rnmxfg0NMPYNeffw1x9gM9AO/+zgNVH+htu/lzCB7dNz0vbzTjHd9ceYLAog/hJBgYGNyH+2//krLTj97wB407LuKZO76FgqCWV1lprc1fn0wHTDRgD8/1rPbGrDZVeobj9PA31a/czVzOoiQrYoTM6lAd4zYRySpZLWa3Nl9pJpWlhLCvdwTd7T5YLTOiBRNwmNzDGme2wtbaPb2EmE0hwzKJTGY6mS+TyOy4DvT249Gnn8O73/IGeFwu3PPwoxgPjiuiCGvdHT5YzdoEGHbOfcMzWUOavU40ueyw2TzgOTZHEdlsHKI0k/GD7XOqMbnEabfAZjWDmywrYzTwGNj7TAnKUDyP0aAqYpyxrvzujkfU14y8EVazTflz3/gE+iaiOOuCK7DjuccwJYpUOqOhAy/jkTt+gODwkZKX7W4fUtGQYojwBiPshrkST+lsnNEIm78FqXgYH75Jm3S2lDtzsowlUeRkOWnaJxEgAkSACBABInCyECBR5GQ5adrnSiUgFIqIpKEIIs8dEfHKoIS9w6UlYhe7NxMPJXOIx67DOd0cTuvkcHqnHhYTZQ9ZLFMaRwSIABFYDgRIFFFPgUSR5XAbKYaTkgCJIsvz2F/YH8FNv9q/6OBWm8bxmZbST3wfFVpxR+RyfLH1Luh0RTyV3IxHEmcp5WfCUvUH0vfedLESRyoyjj/edG1JTFvf+nGsv+jqinG+8tDt2PfY/5S89u7vPrjoPdHA5UeAlci49etvUwLTLooAe7b9CuGh0qwFy293lSOqd2aRuauwkiahSApmkwEeV/1kitnrFCQZkVgKsjS/JJIVRKV8yFIbyy4RjuemvAxlOo/DBHOF8iOLWYuVcvE3uaaThcw+I85sg9XfBd2kkCNmksgEh6clEVGUEYwkNS3LpJrf3Pu/6O7qwGXnn4ttT7+IQ72HcflFlyrCHMsQsqpNLTGjpQ2MhpDOzogg7MzXdvphNNpgMtpRhIxMJgpZFpXppkSRVW0+2K2VhZS5okgsVcBgQJWyTu12lJX8mRJFprKJsH7xdBz7gxmcfeFrEAwM4ys//N2825HEAh685UYcfPHR6X5ebwdcLZ0oShLio0MoytrLG33kPx/Qgo/6aCBAoogGSNSFCBABIkAEiAARIAIriACJIivosCjUk4pAIqtmDzkckJXMIa8MSAjE6/PBHKdFB69dhx6/HltWczhjFYdOL8khJ9UFo80SASLQ0ARIFFGPl0SRhr7mtLnlTIBEkeV5Oj/43UE89UpoScF9wn8/XFwG98cuwLW+P0GvK+IrI++DCA5far8D/z3xehwROmquMSWKsI65ZBQPff8TENIzJRA2XvoWnP3mj5bNU8ilcc+N71LKFUw1EkVq4l5xHW752luVmP/+2m/D37lBU/ypyBhe+t//x955wEdVZX/8N72XZFJJgdCkVwERsK/6t4u9r6y6umvdtevadW27rr0XbKirrooIFkBApKP0DgEC6cn0Xv6f+x4zySRT3kwmYZKc8/nkM2Tm3HPP/d6baN77vXNeEuSbrU6dWfGjsdkBrUYOhTzTbWdCcDi9sNpb2o0k43uw3oo++YmrQSSLEf68bRsanUYOrarjQpTW86uUMhj1vMCmbSURT3MdPJaW36u1DTYEW/1+ErIOj8eLtz/9ApPGjIJSbcTSlb9iQL/+KC4s4oYP7V/SuruNkJCcWISJRpixzjilhSYYdBqolDlcmxa7ox6hUBBWuws6rQoqlR5SqQoSsQQ+rxMiSKBQayESSfD7klkIthFlrN/Z8vs6RydDWWGLACksFDFqcyK5lo4+GqfOuB9+nxcyubAKKWzwu/+4FA0H+DY1BUX94bVao9ZvdbiwYOUm/vfF8UfGZUNCEUHHRpATCUUEYSInIkAEiAARIAJEgAh0GwIkFOk2W0WJ9gIC/iDQbGcVREJYuyfAtZdhFUR8wp+TiEtJIgYnDsnViDCunwRj+kkwqkwCeWYvofSCXaIlEgEiQASynwAJRfg9IqFI9p9VyrCHEiChSHZu7G3P/469NY6MJcfa0AxWHsBcywSEuIYXwq21UISNOrBpBRa/90gkgFgqw1l3vw2Vof2T9POeuwnNB/kbh8wStaoRnhF5ZhOBsFBk6ml/xrAjTxWYWgiL3r1foG/2urFWJ3qtAiJ2dz+DxsQcKoUMYklm4zaZHfB4+eoUQq3Z4kKOQSXUPalfdUNLyyGxSIRCU+Zic1VYmEiEtTthlUQKywAR39rHWbsffldL5RAmEGFCkVgmlUrg98e/svPK+7OgVioxcfxErN+8EXK5DEMGHsGFYvMX5+VwOaRi1fVmNFv53/nsPA3t3wcikRgqpRGhUAAut4X7Xq3JhVIZX7iza+PPsDRWRU3dWijCPigyKVCQo+R86ppZpZcQWgtFTrr2AVSMnJxK+pwvE4l8+OgM+LxulPQbAUddTSQGE8MsXrsVdpcX7ILXyAFlGNSXF9e0NRKKpIw+7gASimSOJUUiAkSACBABIkAEiEA2ECChSDbsAuXQ2wk4PCE0O0Koagph9W4/ft8bxJ76zLSXUSt4cUhJrggT+ksxplyMioLolsW9nT+tnwgQASLQ0wiQUITfURKK9LSTTevpNgRIKJKdW3X5Q8vh9GRAgp6B5bUVirCQs+6Ibjcz/KSLMeqUK9rNtuar17B96ezI+6fd/ioMheUZyIpCZAuBD/89A057MycSYWIRobbo3fuEuma1n0QsRkFe/NZN6SQfCvGVJTJlTAhgd3pgd7S0OREcm1VKzWAubauKFOdlrr1OYZ4eYrEIbdvNBH0e2A/siiw5GAqhqdkB1uantem1SrCKJGKxGC63F2arKyamVz/4hBNXHDf1GFTu24u6+npMHNdSISNHr0FxvlEw4rAjqxhSVdvEfdu/NB9KhZyDL5HIEAh4kZPbl6swksjMDfuxe9OiKJeNu61gbXNa26iBBu7bumYX1xIoLBRhFaCufXEuJ0pJxzYsmY157z6O8sFjYa3aHwmx9PftqG+2os7uhx8hlGhlGFpRgkH9itsdLxKKpEM+9hgSimSOJUUiAkSACBABIkAEiEA2ECChSDbsAuXQGwmwKiFmZwhmRwibqoJc5RDWXsbiykx7mRwNLxAZUSrG6L4SrsWMQZ3BizG9cdNozUSACBCBbkKAhCL8RpFQpJscWEqz5xEgoUh27un0e5ZmTWKxhCKsogirLNLaYrWVYa1q/vfI5RG3fuOOx+RLbs+atVEiHSewePYr2Prbj8gr6o/p1/1LcMClHz0Kv7d9CxQmkGA3rpm5fU6ujYZakVkhhuAkU3Q06FVcJZBMVxhJMQ3OnYkgnC4vJ3gI80wnDhuztbIOQ/oVpDs85rhGiwdeXwAKuQS5euHtTWIGE4lgMmogl0kgUaigKa7g3EJBP2z7tkcNiVVVxZTDxkbXb01UcaSmrgFfzvsRR084ElKpAouXLcWIocORl9tSVUkmkaAo3widhq/ckYqxPdtzoJ6vTpKfA6lMAYOhT0Sx43a5oFTFr8Riba7GzvXzo6Z0eQLYsd8e9V5hLuPO/7Dp1HyVEmVuPv74yEeppNvO95XbTkdOfgnsBw9GPvtq4Wru38v2O6CSiTGmqCV/k1GLPvk5KC/Kg0wqAQlFOoQ/ajAJRTLHkiIRASJABIgAESACRCAbCJBQJBt2gXLoTQSYEISJQ/Y3hbBurx8b9gexoyYz1UNYGxkmDmEtZiYNlGJMXzFGlCZ+OKQ3sae1EgEiQAR6CwESivA7TUKR3nLiaZ1ZR4CEIlm3JVxC2S4Uqdn+Gxa+Gd06JJZQhK3l26euha2Bv2GoNuTh7PtnZid0yiotAj9//QK2r1uInPxyXHDD84JjbPzxfTRWbeP8RRChMF8XEVhU11m49xus/sZZqgAAIABJREFU1dxrnr5YcNzD7ciELqwShEGv5NbV1eb3B+H2+GBztBfhpJvLr7/vxaRRZWDVUzJlTJ7gdPlhdXiRn6OElPUjSdOYQEetlEMsV0JT1BcisQQ+hxXuxhpOLBKxEFBdz5+tsHHtagztq5owcU1Ng7VFtdQmty/m/giJWILBA4/Az0sXo7ykDP378QKV1tanIIcTi6TKzunywOn2Ii9HB2NOGVdVhFn1wQNY9usSjB13JPpVDIgrStq+7kfYzbVRudicftQ2ezjuYSvI4YVNMokMIZEIF9/zGoorhqW5E/ywnb8vwS//fRXu5iZIxLwAp7VQhH0/uUwTd445m1pa1nQoERoMEorQISACRIAIEAEiQASIQM8iQEKRnrWftJrsJODyhmB2ghOIrN0bwMb9AWyoCsLlyUz1EJ2Krx7Sv0CE8RVSroJIH2PXXz/KTvqUFREgAkSg9xEgoQi/5yQU6X1nn1acJQRIKJIlG9EmjWwXirB0d/w6B6v/90ok8/LRx2DK5Xe1A7p79U9Y8elzkfdZRRFWWYSsZxD48b9PY8+WZdAZC3DJza8LXtSeNT9i3/qfI/7FBXwrDGZthSJyqRJ6dY7g2B111KjkcLi8HQ0TGS+VSsBislcmiGDtUTpqrJUIE4R4/QH4fAH427RR6Wj81uOXrN2DIpMWg/rmZzJs3FgWuxdatQwSAZwY0/xcLRdLXdgXPnszJxJpa1a7Gw5nq9Y7IhGK8/kqGvEsEAiirtEW82PWeoa1oKkoK8Oe/fu5djVTj5oCcYKeQYPKiyCTCXs6yGSqgC/gg0zK2s/wtnPndqxZtRyVtTb0LWDCKl5kpdXroFap4XDYYbfzVUP6FOdDI2qMuzazzQO3NxARmpz/t/+gYsRRGdvffVvX4NOn/8rFU8nUmPvLZu7ftXY/djd7YFJJMCiPiamiTaGQ48u1+zKWR28PREKR3n4CaP1EgAgQASJABIhATyNAQpGetqO0nmwhwLq1Njv46iHbqoPYsD+AjVUBHGzOjDiEPRsTbi8ztp/kUHsZMRTSjl8fyhaGlAcRIAJEgAikR4CEIjw3Eoqkd35oFBHoMAESinQYYacE6A5CkYDPg8/unR5ZP3uK/6x73+GqhrQ2Vk2EVRUJ28Cj/g8TzruxU7hR0K4nMOfDh3Bg9zpodCZcdttbghPYv3EJdq+aF/FPJBRhTkZNHqSHqioIniRNx6J8PRqaHZ0mvlDIpZxYRCaTcpUmJBK+9gir7BAWkTAhCLNAIIRgKAj2vT/AXoPwePwIdrSfTApsmFCECV3GDS1JYVT6rkwowlrSKOWJRRVMKMEqbkilyauRhMVHLCvGOceggkLOV+lIZLWNVgQDsS8MvfL+LE4gwvaE2bhRY6DXRYtPZBIxtBoVDDpW9UR4ix2VOhdqtTEqtR+/n4OmpkYs31qDPrkalBfEb8nUp8gERaiJFxL5QwgFQwiEQtw5Cp8tsUSKiadehv6jp6Jk4MhkKFL+/JkZkyOtbX5eURkZX+fwY1eTByV6GcoNLUIY9jNw5V9uxYV/vTvluWhAbAIkFKGTQQSIABEgAkSACBCBnkWAhCI9az9pNYefgMPDi0NqrSGs3s2LQzZVZaa1DFudWi5CjlaEYoMIEwfwApGBhcmvYRx+MpQBESACRIAIdBUBEorwpEko0lUnjuYhAm0IkFAkO49EdxCKMHKf3HUmQodukrLvFRoDpj/0cTuos+44veU9kQiXPP1tdoKnrFIm8NnLN8LceAByhRp/vOsjwePrdq3DlsWfRfzzcrSRagvhm/pmZyP8/pbKHgaNCTJJy41lwZOl6BgWrbDWHxarK8XRPc+dCUWYTRvXvrVKZ6zWbPfw7YhMGq4tTLPFyVVPaW0qpQxGffuWMW3zcTq9sNhZGx5e7JFrUEOhiC0QYUIc1rpHqeDbpYSNvV8fo7LIsjW/47dNWzCgvBS79lWhf3kpTj1uWtRYVpXEYrHAbrMi4GiABF6waiRtTSyRQKYtQFFpC2O1OheqVmKRT2e9zw1btb0OFocHWpUMRw0paheLscvVi+HzOrnPjphwIkoGjsKoY86CTKHqjC2LG/PDh69G9d4t2LSjHvVNjph+JlMuJhw9DTc9KbwiUZcuohtPRkKRbrx5lDoRIAJEgAgQASJABGIQIKEIHQsi0HEC4eohrIIIE4Ws3xfgvpocmakewjI0avj2MsNLxIeqh0i4iiJkRIAIEAEiQATaEiChCE+EhCL0s0EEDhMBEoocJvBJpu0uQpHF7z2CA5tWRK3mkmfmtFtdlFAEQCyf7NwJyioZgQ//fTWcdjOUaj2uvH1mMvfI5/WVm7B5YYuoiN30Zzf/mYWFIna3FW5vy81liViKHG3ntz+JVd1E8MJ6oGNXC0WabV6uAkZRngamHA1CCKGmLrqdDKv6wiqDJLPWlUSYb+u9bTvWbHNz1TZyDe3FFG3jsLEOpxMffjkb/cpKsGvvfqiUSlx94bnw+/xorK+Gw2bD5m37OGFIjk6K4jwV13oolrE2MKySSt8Bg1FYXMZ6ysDv8aCwZGjE/b+ffMhVl9lfb8e2qmbu/X6FOvQr1EfFLS4sgMOyH9POuwEDx0xDXkn/ZJg67XMmJFw172Os/mEWGhoaUd9o51ow9RsyGoPHTEN+aT8ceewfOm3+3h6YhCK9/QTQ+okAESACRIAIEIGeRoCEIj1tR2k9XUnA6Qlx7WXC1UPW7Qtg68HMVQ+RS1vay0waKMXovmKMKhPWfrYrOdBcRIAIEAEikF0ESCjC7wcJRbLrXFI2vYgACUWyc7O7i1CkZsfvWPjGfVEQSSiSnWeqs7J6558Xw+/zQGvIx6W3vCF4msb9W7Hxpw8i/jqtElo135ojfFPe43PB5jJHxczTFwueI13H1mKC+iYbV2WiN1uXC0WsHgSYUMSkRr6Jb69isbngdLVUl0kk+AjvFatCwqqRhE2rlkOnjV9Ro7reBrcngIrS6JYvbHxtgzXSsiUcT2fIw+zvv8f+A1Ww2Z2cuGNwQS4Cfj9yDEquPVB9sw9SiQi5BhmKcuPPXdvUUrlGo9Vj+NgJXA0UjcYElcrATTnvu9mwWHiByO5qK/bUWjkRikwqwbEj+3DvFxUWoGzQYEw49VIU9x/em48trR0ACUXoGBABIkAEiAARIAJEoGcRIKFIz9pPWk3nE/AFAIszBLOz86qH6JR8e5n+BSKM7yfFmL4S9MlJ/mBL56+eZiACRIAIEIHuQICEIvwukVCkO5xWyrFHEiChSPZtayAQwgX3/9qhxDy7Z0HR/5IOxQgP/vKfUxLG2bFsDlZ/+UrEp3z0NEy5/O6oMT+/9QCqt62JvHfBY59D2sUtEDICg4K0I/DGI+dy7xWUDMI5f3paMCFz9W6sm/d2xF+lkMFo4FuJtK7eYHY0wB9oaTsiFUth0OZxrUk6y9qKEDxeH5rMLYKDzpo3G+MeqLNgd1UTNCo5xg0t6ZIUG5pd8B8SirTdC6/PzwkjElUT8fj8aDY70LrDS2G+HuIkFUj2VDWj2eqGUa9E/9KcqLX6/AE0NNmj3jPll3HfP/qvpyESi7gqKP1z9REf1sJGpeTb2LDTWhhDKOL1BWC2+6La0eTqFZBJxVCotMgtHgi5Sg2JVA6fV4wF83+KuQdGgx4anQLXP/15l+wRTdI9CJBQpHvsE2VJBIgAESACRIAIEAGhBEgoIpQU+fV2AkwYwgQi+5tCXFuZTVWZrR4ik/DtZXLUIozpJ+HEIWP6iqGQdt61qt6+p7R+IkAEiEBPJUBCEX5nSSjSU084rSvrCZBQJPu2iN00nPH4yrQTC7pq4NnxHlSjosUa6QZMJhQJ+Dz46rGr4HXauClEYgnOuudtqI0tLUI2zf8U6+e9H0nhhD8/gcKBo9NNicZlEYGwUKRPxUicccUjgjNrOrADG354L+KvUMiQG0Mo4vLY4fDwZytsSrkaWiVfZSHTJpNJkJejbRc2VuuRTM+ddfFCwKpN++H2+lFebETf4mjxRGfly6prsBYwxXlqFOfrAQEtZlrnUlPPV9oIGxOVsFY1yWx3VTPMVjfnNm5Y+8o19Y02+AN8dRmJRAZjbhH3byYUYaaSSlCs10RNwyqLsMtE7KugjVAk3G6m9QCVQgq9hm/BxIwJUMqHTo58v2rlOlgsLT8PEokExcX5kEqBi+58GVpjXrJl0ue9iAAJRXrRZtNSiQARIAJEgAgQgV5BgIQivWKbaZFpErB7QrA4Qmh2Amv3BLDpABOIBOHytlwfSDN0ZJhOxYtDykwijKuQYmSZGAMKYreY7ehcNJ4IEAEiQAR6BwESivD7TEKR3nHeaZVZSICEItm3KZv3WHH/GxvSSizktcC97XUgFIRi8J8gVraINdIKCCCZUITFdTTX4Zsnro5ModDoMf2hWZHvg34fPv/HhQj4+dYRhYPG4ITrHk83JRp3iIDP64VMLj+sPMJCkYEjpuGE6X8TnEvjvi3YOP/DiL9cLoXJqOGqQNTUW6LiNFir28U1qHMhk/KtalKxRmsNmNBEo4wtHCgw6SCRxP4j3+Zww+7wpDJdt/ZdtZEXiTCBCBOKdJVVN/DVW5hQhAk8ElUPaZuT2eqEy91SgUanUUKrEXZOqmqsqGtycCFzDCpUlESv2eHywGrjhSTGnCJIpLyg478fvwuvJ/65EItF0KpkkMslMGjkkMnEcLh8cLj87ZDGqjrCnERiMcqHTQZfJkUEJtAz1+2DtakWzfYgbntjcVdtD83TjQiQUKQbbVZvSpX/NUZGBIgAESACRIAIpEGAhCJpQKMhPZoAE4FYXIDVGcLGKl4YwqqH1NsyJw6RScGJQ1gFEVY5ZHS5BKPKxFAr6H9qe/ThosURASJABLqIAAlFeNAkFOmiA0fTEIG2BEgokn1nYvmmRjz94da0EvMd+An+xtXcWFnB0ZAWHZNWnNaDhAhFmP+sO06PmuuSZ+ZEff/Ty3egvnIz955UrsR5j3wKsYRvy0CWOgFWMeG+Gefi3udnQqvvnOoaQrIKC0WGTzgNU/7vWiFDOJ+GvZuwacHHEX+FTIrcHA1itfiIJRRh4gGD2gSppKX6QrLJA8EAmu11nFuevn3FCLlMClNOdEWI6JghVNdZk03TYz5fsnYPt5ZpYyu69KZeWCjSJ0+DooLklUDCwH2BIBoao6vPtG1dk2hzmEiEiUXCVlZsQH4O3w6JGWtp09TMhCQimPJLufeY+O2TD95JuufsvOboecEKE4r4fHxlktYmEYuQZ1TGjSUWS9DoAtwOK4pz+XNqsXsx/NgLcMIltybNgRx6HwESivS+PacVEwEiQASIABEgAj2bAAlFevb+0uqEEfD4eHEIay2zvTqIzQcD2HIggL0NmROHsEz0rHqIRoS+eSKM7SflxCH98ql6iLBdIi8iQASIABEQSoCEIjwpEooIPTHkRwQyTICEIhkGmoFw3/1ajbdm704rkmv9k1HjFAOvhFjdJ61Y4UEfPDgJGmVyQcfcf98IczV/Y5nZSX95GvkVwyPfH9y6Covefijy/dgz/oQhx07vUG69dfBD11+MA5U7I8t/cx4vDjocFhaKHH3qNRgxMVosFDOfQ08SH9yyHDuWz464KJUy5OjVsFhdcLr5yjNh8wW8sDgaY4bL1RaA3UBPZm6fC3aXOeIWSyhSmKcHq/6QzNweH8xWV1R7k2Rjutvn67dXQ62SoX+JSRCTTK4vLBQpK9IiP1cnODQv4uEvDDFhBqtQw1oJCbcQNm6vh9cfiAwZPrAACjkfg7WdYe1npDI5DMZC7j1zcy1++PZr+PzthR+x5pWIxTDo2lcBYiIRk0GRtHrK1v0NYKKqiiJW7SQEdckYnH/bf4QvkTx7FQESivSq7abFEgEiQASIABEgAr2AAAlFesEm0xJjEmBtZexuwOYKYU99kBOGbD4YxM4aYX+LC8WqkLLKIYBRzVrLSDC6TIJR5WIoZMmvFQmdg/yIABEgAkSACLQmQEIRngYJRejngggcJgIkFDlM4BNM++XPVfjw+72pJxYKwLXhmahx0rwjIetzUuqxWo14464jkWdM3rph5/K5WPXFS5GR5aOmYsoV90S+97kdXPuZsJWOmIxpV93fodx64+BNa5bhP/fdFLX06+55AhOOPfmw4AgLRU6YfhsGjhBewabyt/nY+/uCSM5qlRwGnYq7Ec9uyLc1q7MJXn/79h5iEWvnYYIkiVikyVaLYKglbiyhSCrVJ8KigcMCvZMnDQSD2FPVhIHleZ08U+zwYaFI3z46mIxaQTmEEEJNq2ov7CyxM5Wqta0qwqrMDK7IhVwqgd8fRH2TjWt5pM8pQMDvw/7Krfh50TIwoQenSQmFwPglMqVCCnUb8Z1eI4NKkVyQx4QiUqkYA4tz4fIEcNT5f8PoY89JdZnk30sIkFCkl2w0LZMIEAEiQASIABHoNQRIKNJrtrpXLTQYAthloEAwBPbnNHsOw+MDPP4Q98pEIrtqg9hVF8SOmiD370wbE4aw1jIDC8UYxVrLlEtQlkvikExzpnhEgAgQASLQngAJRXgmJBShnw4icJgIkFDkMIFPMO22fTb8vLYOZpsPdU127D5ggUgSvx1BOFSg8Xd4D8yLiiySaqAcFi0qSLTioN8Dj3kX/K4m3P/3q1GQo8TQfsJaPwR8Hnz92FXwOPnWDyKxBGfd8zbUxvzIlK3b0yg0ekx/8GP26H/2bUKWZrT4uy/x0ctPIRhg/Vbd2HLQglFlOcg36nD3v99G+cAhXZ55WChy2mUPoHTAWMHz71w+Gwe2LI/4a9QK7sY+E4rEMl/AB4ujIeZnrKKIUc0qX8SvHtG2fU1HhSIsEVZZxO7wcO1yyDJHgAlF2K+Ffn0MyDG0tH5JNIPD6YXV7uJcVEoZjHph49rGZIKTnfuaYbO3iJJYRRFWWcTj9aPJ7IgIRezWRmxcuwzNTdHnkl3csju83EWueCaViKDXtgjwCnJUgn4Vbt7XwIlSBpeY0GB249qn/we9qShz8ClSjyJAQpEetZ20GCJABIgAESACRIAIgIQidAiyhQATdvgDIU7UwS6J+AK8wCPIxB4h7hkK7jX8xX3PPj/0HicKOfSe1w+4fSG4OXEI4HCH0GAPosEK7nVPXYgTjWTaVHIRVzmEVRCZ2F+KkWW8SERC3WUyjZriEQEiQASIQAICJBTh4ZBQhH5MiMBhIkBCkcMEXuC0L738CuZ8N1egd2K3gN+P+vqDgmP9tnadYN+wo6O5Dt88cXVknFytwzn3z4RExt8QbS0UYd+PP/vPGDz1rJTn6W0DmuprcdcVLW1dQqEQ5m2s5ipvaBVSHD+Uv1E8ZMwE/P3JV7sMj8/rxrtPXsLNd8nNr0F3qB2HkATWf/8umg+2tM9RKmTw+fwJb67b3Ra4vc644WOJP+K1rWnrK5dJYMoRVr0iVgIB1pak2Y5QAnGAEC693YddaKpvdoHtx4AyI1TK5FVBmpod8Pj8PDqRCMX5wsRtiVh7vAFUN9jQZObFJ6yKR45eASnXmkgErc6I5YvmwemwJ90ytiavLwA3u+LVxpggRq2UwWRUCmrxxYQirGJJoUHPtT66450WsVXSRMih1xEgoUiv23JaMBEgAkSACBABItDDCZBQpIdvcBYvz+U91PrFHeIqfNjZqxtwHGoJw7+GwEQfTDTi84f4V+4rxIlJvOzLz/uwP4/ZK/ueiUi6ysRivq0M+xpaIsaoUglGlktQaKCH2LpqD2geIkAEiAARiCZAQhGeBwlF6CeDCBwmAiQUOUzgBU578y23YcfOlpvpAofFdHPYrbDZzIJDpCMUYcHbikEmXnALBkzk26J8cucZ3M3NsFH7meTbseW3lXjjn/fAbrVEOe9vcmLTgWaM7WtCoT5ccUaEN+eu7LIqLU21lfj89du4vP5410eQK4RXcVj1v+fhNNclB9DKw+V1wOG2xh3TVvzBWs002+sRatVyhg2WSeRcu5rWJhaLUZinSymfts7saLMqI063B152BYQsZQJOtx8WuxdalRQVZbmQSeNXiQkHr65r+dnQaZXQqpO3yhKa2ME6G5osLk7owcyglXNtY1jlkVVLWlonCYnn8we5qiReX/syuTqNHFqVDEZdYmHM5n318PqDKDbyYhgSiggh33t9SCjSe/eeVk4EiAARIAJEgAj0TAIkFOmZ+5qtq2LCD4szBKsL2F3HWr8EDrWACYEJR7qTaRUiGDQiFOpFGF/Bt5YZVkKlQ7rTHlKuRIAIEIGeSoCEIvzOklCkp55wWlfWEyChSPZu0bbt23HrbX/PWII11ftSipWuUGTuv2+EuXpP1FyXPDOH+37N169j+y/fxPwspeR6gbPP68WHLz6BX3/8Nulq1XIJRvYzQqOQRnxPve1F5PTpn3RsRxzWL/say398jwtx3QP/SynUonfvS8mfOfv8HlicTXHHtRWKtG03Ex6oUxmhkKnaxVEr5dDrhLUAEZI8ExNYbG543D4Eu/IRGSHJZalPXbMLgUAIhSYVSgqNCbNkorOGJjtXWYdZoUkPsST9p4C8hyracKVyA2z3gpzgx+8PcsKQYCAIm7UZu7Ztgt/n6xBBVnLXbGPtbaIvrrE2N7l6BYy62GKXzXvr4fEHUGTUo2L4RFx4+4sdyoMG92wCJBTp2ftLqyMCRIAIEAEiQAR6HwESivS+Pe/qFXt8IZidgMUVwoZ9AWysCmLrwQDqrN1LGMK4ySQt1UNY1ZBwaxlWTYSMCBABIkAEiEC2ECChCL8TJBTJlhNJefQ6AiQUyd4tnztvHl548eWMJZiqUGT1qrWQSJI/zd82wZ3L52HVF9E3L8NCkf0bfsUv7z8eNST8WcYW2kMCPX7zlajcvlnQao4Zlg9pmyaqIpEIZSOnYMoV9wiKkY7T0rlvYNMqvjVSVwhFvD43rK7muKm2Fop4/W5YnbF9c3UFEIvan20mPJBKJMg36VgHk4wZi2u1ueH2+rh+vWSxCbD2PXXNbsikYuQZlSguMCRE1Wx2wM1q1R6yWP7NNitydIlb0bDeyA6nGw6nt918VqsNNfXN8Nvr4LTbEGQKjwwZOwsuj58To7Q+FezsVZQaoJBGP93EztHmfY3w+v1cRZHjL7oZE069LEPZUJieSICEIj1xV2lN3YIA+6Wewf+P6BZrpiSJABEgAkSgSwiQUKRLMPfKSZzeEBptIWw5EMTGKiYQCWBvQ/e8fqFX8a1lyvNEGNNXilFlYgwopOohvfJg06KJABEgAt2AAAlF+E0SJBT50zXXoKy0tBtsK6VIBLoPARKKZO9ePfLY41i2bHlGEvQH/GioO5hSrPdnfoCRI0elNCbsvO67d7F54eeRsUOPOw9jTp/Bfd+24sjFT82GiDUJJeMILP7uS3z8ytMI+FtugMdD85cHnsHYo4/nPg74PNj2y2ww9m1NplDhiGPOxciTM3tT+bOXb4S58QA3XVcIRVjbGdZ+JpYZNSZIJXzbDtZuJhCMzY9VEmEVReKZ1e6GXnuolY+ItRpRQamQQSzO7B0fJjiw2T3wsCoWhypi9PYfgUAwiAazB3kGBSRSMYrz4wtFWrebYXuTn6uLuUfb9+3H4PKymGgZd7PVybWVYT9ve3dug9XSBK+3RTBS3eDG3jonxg40QiHvvN9T/kAILrcPrD1Na5NLxRhQZuCEJHVNLlicbji9Hpz4fxfh9Gsf6u1HhtafhAAJReiIEAEiQASIABEgAkSgZxEgoUjP2s9sWE1YIPL7viCW7/Bj+c7u2UaXiUP4L2AMqx5SztrLiKGUZfZaTjbsGeVABIgAESACPYsACUWA/VVVmPvdd2AswvbQQw9B9OCDD0bJVkko0rMOP60mOwiQUCQ79iFWFjf89SZUVlZmJEGH3QqbzZxSrGef+RdOPPGklMaEnV2WRnz12JWRsXKVBmffNxNShQprv3kD25Z8Hfns1FtfQE7JgLTm6WmD3nnmQSybz7fpSWYFJeV4/O0v27kxoci2Jd8g4G9fHWHCeTdhwMSTMybMeeeJi+A/NE8qQpFQMIDFMx9ItsR2n1scjfAF2q9LJddAo2ypGhGv5QwLaNIVQiRKfMO/ut6Gonxd5GFgVuFBp1FBoZC2q9yS8iJiDHB7mEAgANb6hFWX6K1msToglsqhU8sgl0lgytHGROHx+tFkbhEMGfUqqJS8SKitbd5diWH9+8X8rLbBylV42bN9MxrqasAqdrQ1i8OPLXut0GtkGNq35Ux01h5ZHR74/dF56LRyaFVSeLxBeAMBeCHD3S/PhUqbuOJKZ+VIcbsPARKKdJ+9okyJABEgAkSACBABIiCEAAlFhFAiHyEEwgKRdUwgstOPZTu617UI9iyPVimC7pA4ZHS5BEP7iDGkjwR5OhKHCDkD5EMEiAARIALZQYCEIikIRZh6hIwIEIHMEiChSGZ5Zioau2E5/fwL4Xa7MxKyoaEafp8vpVj33nMfLrjgwpTGtHaedcfpUWOPnP4XDJp8Oqo2LsOSmY9FPht35rU44phz0p6nJwwMBYPYsWYRnvnHHYKWM3LCFFxz12NQa3Ux/Z3menzzzxlgcduavqAMp9/xmqB5Ejl5XHbMfOaKiEsqQhFz9W6sm/d2SjmEEEKTtRbstbXJJHIYNKbIW3a3BW6vM2Zs1o7HpCtKOq/F7sb+GgsGlOZCpZRF+auVcijkUshkEkjatPtJGliAA6tywUQjbo8fwUAQHh+7WJNeuVcRRFyVDdbKhcWJJYSIlxKrssHEGl1pjU1W6HRqyGVSGHRKqFWKdtP7fAE0mu1orekoLmAiodgXgtZt34nRgwe2i+P3B1HTYMa+ndtRXxu/2hKbZ812M/yBIMoKVCjJU3U6Ep8vCFubNjgSsQjjp52Eo8/6EyxWMwaPOqrT86AJuj8BEop0/z2kFRABIkAEiAARIAJEoDUBEorQeegoAXaJod4axNrhC67IAAAgAElEQVTK7icQUcj4iiE6pQgGtQhHFItJHNLRA0HjiQARIAJE4LATIKEIvwWCWs+QUOSwn1dKoAcSIKFIdm7qtu3bcettf89IcjarGQ6HNeVYF114Me6++56Ux4UH/PDCbWjcvz1q/CXP8NUyWotIZEoNznv4k4xVuUg74S4eaKndi8XvPAx7Uy0Wbqzlbnzb3T4s2VHP3ZQ+cVgx1PLoG/UKlRoz/v4Qxk09QXC2P718B+orN8f0P+3vr8BQ1FdwrNaO+3euwTczH4bT5YVclYNbHp0lKE4w4MeyT56E3+sS5B92srma4fFFC6ekYimM2vxInESVRAyaPMgk0aKPZAkwwca67dWo6JMDk1ET151VHJFJJdCoFZzIIdNtapLl2fZzViXDYnNxFUrYv1Ox9durufxHDEwuqEklbiJfj9cHu50/D3K5FLlGHfJy21cTYX5N5mgREGMeaRUUY5KVmzZj/NChYEKLsLFqJFabHetWLhW0BF8giDXb+IpMbK8nDc0VNC4TTkzQYnW0VNFhqxg8ejwmnHQ+Bo8/DqytFBkRiEeAhCJ0NogAESACRIAIEAEi0LMIkFCkZ+1nV6+mwRbCrrogfljvx89bkrc77sr8WEdqiQgQi9gDL+wVUMgAlUwEVkCUvRYbRRhaIsHAQjEq8kVQK6hySFfuEc1FBIgAESACnUOAhCI8VxKKdM75oqhEICkBEookRXRYHFatWo0HHno4I3PX1R5AMJh6Cck//OFkPP3UM2nnULl2IZbNejZqfCyhCHM45ZbnkVva/qn/tCfP4oGbF36OPat+hLW+istyd60dlXV8G41ddTZsPmjh/j2i1IiKvJab5azVzF8ffBZ9yvuntrpQCPs2LMX6uTNha4iunCASSzBg4h8w4g+XQaVP7eb3u8/diRVL5kdyee3LNYLyqtm+GtuW/k+Qb9gpGAqi2V4XVRFDLlVApzJG2sh4fC7YXLHbK4lFYuTqClOaM+y8vbIetU12jBxYBNbiRIixSiMalRxSmQQKmVTIkA77MFELq7bhcHnh96f+886ESgfrrdh9oBFjBveBTtO+mkdHkwwEg1zdDzG76sPqpISCsNlcXAWVsLGLQqUlee3EH6w9j9nqijoDErEY+SYtWKWYeMaEIqMHDYJCzouE7E4PvEE5xpx+Lap2bERjdSW+/+gFKBUSsAos8Wz55qbIR6X5KpTkKxP6d5RV6/FMOOZ2B+Bts6/snN3x6hwYTMWZnI5i9SACJBTpQZtJSyECRIAIEAEiQASIAAASitAxSIeAzRVCnTWE7zf48PPmABrtqT1QkmhOhVTECToUUkAuE3GvrZ7TiBrK/nRnn7Ev9nd8WBDCiUKkIrA/29l47ksm4lrIMHFIsVGMIqOIqyRCRgSIABEgAkSgpxEgoQi/oyQU6Wknm9bTbQiQUCQ7t+qrr77G62++lZHkaqr3pRWnf//++OLz1G7ot51o40+zsOH7DyNvs9YzrAXNJ3eeEXXDt2ToRBwz48G08sz2QbtWzEPlbz+jbteGuKku2FAXaS9y0OxEo92LkaVGzp/98XzKBVfivBk3dXipfq8b25d+i3XfvdsulkKtw5Djzsew489POs+X7z+PH756P8pPiFBkz9ofsW/dz0njt3WwOJvg83u4t+VSJTRKHSRiXoDhC3hhdTbFbKvCBCJ6dS6krSqJlA6fiqpNv6Scw5rNB+B0e6FWydEnX4+CXA2YUCEdk0rEnFhCIhVzlS5YHJGYlym0Fj2wSzes/QwTcbC2Mf5AAIFACD6/P6r1Sjo5hMfYHB7sOdjMVSBhNrx/IXKN6rRDNpodCauvsMohrDJIIivIM6KAE0mJuHVabE643NFjpBIJ8k2sykviC0VMKDK4vBxGHS+6UpROQN/Rx0dNP31Se/GVRimDViVF3yItt0c+fwib9lrg9rS0c8o3Krh2NHJpeucgVcjsDDhcfrC2QK2NEXjo418hV6S/b6nmQv7dgwAJRbrHPlGWRIAIEAEiQASIABEQSoCEIkJJkR8j4PHxApGlOwJcBZEd1e3bE6dCigk1WHdepVwElRxQy3kxB/8lRr4O3Gu8LrbsEopcKuI+l0vBv0pYu9xUsiBfIkAEiAARIAI9iwAJRfj9JKFIzzrXtJpuRICEItm5We9/8CFmffJph5MLBoOoq+UrV6RqRqMRCxcsSnVYlL/HYcHXj/0RAT/fOkEiU+Ds+2di4ev3ovng7ogvaz9z/qOfdWiubBrM1luz/TdUrlmAfeuTixL21Nqx51BVkbbrOPfCS3DajMy0IQrHZkKRrUu+RtDf/ob9hPNuwoBJpySs0nDTxUfD5+WFG2F78ZNfIZMnrkKx6L37meIh5a1yuK3w+j2Qy5TQKHRR45tstWAVR2KZUZMXJRJRqPU48pybse77d2BvjK6ukiwp1sJl1/5G1DTaOFeZRIIxQ4qhZI/OdFOz2N1Yv6MaaLUlU8f2S7j3iZbq8QWwdksVJo+K386ITWWzOeHzxS9za8rVw5TDKoUAZqsTrP1KW8sxqAWxZ0KRipI+yDca4fb6MfyM2yGRyaPCxRKKhB2kYjEGluqRo5PD6wti6z4bnJ5WFVDEwIQhuUnkKpk9IE2W6BZMLLrOYMANT81CTn6fzE5G0bo1ARKKdOvto+SJABEgAkSACBABItCOAAlF6FAIJcAEIpuqApi/yY9lO1KvOhqeRyUD9GoRDGoRRpdLUGQQodAgRqlJhLLcrnloQuiayY8IEAEiQASIQHckQEIRftdIKNIdTy/l3CMIkFAkO7fxpVdexZw533U4OYu5AS6XM+04y5ethELRsRYUlpq9+O5ff4nkoDbmY+J5N+Lnt6MriITb0qSd7GEe2FS1E4veeRBuW+z2J7HS6zf+BJSPmgpHcx1WfvkqFm1ilUV4y9UqMKJcj6MvupUTbnSGNe7fjnVz3kXtrvXtwhcNGoMxp89ATsmAqM/2bN+Ip+6+qp3/CadfjAv/dEfcNDcvnIX6yo0ZWwZrW2J2NCAQo62SRCyBQW2CWCyJzDfp/L9DqWtpr/PF63chYG+GycAqjrT4JUuQtUnZub8RDc18uyDORIBRq8KQinzIpMJjJZsr05873T7UNthQVce3N4pl08ZVpDWt1e7Guu3VkMskmDSyPG4Mu9MHh9sPKeJXFcnJYRVj+Goi8ay4wJA0z0AwhDVbtqBPfh5ytEZY7S4ce/XjUeMWfPs5Xnr0zqSxmINBL4JUKgKCGgwcPgbbNqyDShZCvyJhLYkETSLQia3N5vCCCZha22OfroJE2n3FSwKXT24CCZBQRCAociMCRIAIEAEiQASIQDchQEKRbrJRhzFN66E2M7PX+rBwcwAOT+oP67D0dSoR8rQiDOkjxsgy9iVBnxwShhzGraWpiQARIAJEoIcSIKEIv7EkFOmhB5yWlf0ESCiSnXv0n+dfwPc//Nih5I4YPBharRJz5nybdpz5Py1Ebm7LzfV0A8264/SooRc+8SU+f+CiqIoW3VUoYqndi8XvPgJ7Y40gPGKpDMWDxqJs9FRUjD+RG7N96Wys+eo1LN5cD3+Ar55w/MhCrkrBxPNv7jShSDjhmh2/Y+Eb97XPXyRC+cgpmHLFPdxnrPXFM/fOwO5t7YUlfcoG4IHnY1eFYZVlVnz+LELBjpU5bZ2g2dEIf4CvVNPWTLpCiEQtFzD0BeUYe/qfo9zmf/ky1q+YC9aepqyoFFq1Boo2lSYSbWiTxYlNu2qjXUSAVilHjkGFvsU5aVfmEHSQUnByeXycsKXyYHPSUekKRTbtqkGTxQWDVolRg4vjzuP2BLg+xOxs2+yOmGIQrVYFBWtOHMckEjEKTNGVZWK5sopKq7dsRZEpFwqJGiKJDFOviBaoPffArVjy/TdJubDqJrlGMVhxk3FTz8VNDzwTGbNs9jvYsXYRavdtT6tiTtLJ4ziwHyezLbq6yGmXXY9p069PNySN62EESCjSwzaUlkMEiAARIAJEgAj0egIkFOn1RyAuAK8fqLMGsWRrAAs2+7G7Lr3rLxoF30rmqEESTBkkxfBSEofQqSMCRIAIEAEi0JkESCjC0yWhSGeeMopNBBIQIKFIdh6PZ579NxYsXNih5G656UYcccQgTD/v3LTjfDv7O5SUlKQ9PjywrVCEiUIWvHEfanf8Hol9wWOfQ6ro+ifz013ctiVfY8+a+Wg+sEtQCJFIhLy+QzHtj/+AQqOPGhMWijTZPdiw14LBJXoUG5WcT1cIRdg8rEXOujnvwN7URvwAYOBRp2LkKVdg0/rVePPZu2KuVyyRgLWfkUjaN5et/G0+9v6+QBAnIU7seZhGa3VMV5lUAYM6LG4SoWzEFFSMPxmiVtVF2MA1S77C4m/fioohl8kgAqsaIYNMKkWuIRdGbfRetR6wv8aC/TVmBGIIYMRiEYw6JUoLDNBqlFyFjK40VnGCVdBg4o2D9VbBU6crFPllbSVCCKHQpMXgvvlJ5mM7KILb7YXD2b6NChOJMLFIPDNoVVCro9vHxPINC0XyjEaoZBrklh6BkX+4MuLKhE9/Ov0omBvrk/JRyEXQakVwuUO4/cn3MGbStHZjnDYzfpj5JCo3rYDP40oaMxMOrB0Oa/nj8wU49U1ejhZXPjgT+aXRlYAyMRfF6H4ESCjS/faMMiYCRIAIEAEiQASIQCICJBSh8xGLQIMthK0Hg/h+vQ+/ptlmhv2JbdKJMaG/BFMGSzCmb/ZWS6VTQASIABEgAkSgJxEgoQi/myQU6UmnmtbSrQiQUCQ7t+u551/ADx2sKDJ3zmxuceOPHAt2wzQde3/mBxg5clQ6Q6PGbF38P/w2u+WmPGu5MvTY6Zj77xsjfkdMOxvjzrquw3N1VgAmCtm/7hcc2LJS8BSGwnJOGKLL65NwTFgoEsupq4Qi4bm9Lju2LPwvNi/8vF06i3bFr5oybvJJuO6Op2Kuc9F792es0oLL64DD3V74wAQeJn0RN79UrkTf0cejdMTUuNyb66vw3rPJKy/0Ky5HriEn4f55vH6uncvBOmGCDKlUDJVChhy9Ciq5DDqNAuw9qVTCVdpIZkyQ4fMFwSqFuD1+7rXZ6oLD5eWqvnTE0hWKLFm7h5u2KE+HQeV5glOwWB3w+9v3SzboNRyPtqbVKKDT8CKqZBYIBLFm61YoFUrk602YcO4tUBsLIsO+/uhNzHzhn8nCcJ+bDvVebjYH8fmy3YLGMKfKTSthN9fD1lQHmUIJXU4B/D4Ptq1agF3rfhEcJ1XHa574DDlF8VsApRqP/LsnARKKdM99o6yJABEgAkSACBABIhCPAAlF6Gy0JtDsCIGJRH5Y78P8zQFYnKlfD5CIgQK9COMrJJg6WIoJA0ggQqeMCBABIkAEiEBXEiChCE+bhCJdeepoLiLQigAJRbLzOLz08iuY893ctJMTi8WYM/trbvzd99yF77+fl1as1159HZMmHZXW2NaD2NP1Xz92JXxuJ/e2WCLFWXe/je9fvA0uaxP3nqGwL067/ZUOz5XJAAG/FzXbf+OqbVSuEV4RY/DUs1A+airyK4YLSiebhCLhhFd98SJ2rfwhql1MIqHI46/NhqkgtiBm0bsx2toIItPeiVUSaXvpg7WP0alzIZPIuJYzky++BzKlOuEMwYAfL/7jfLDXhCYCKor7IkdvTJoxqzBSXW/hKjykayqFFBKJBFJ2taaNscolTFTh8iTJOd3JARw5rBQqZfy2L/FCh4UiuQYVhg/gBTtCjInYzFYHQsHoXVUp5VCrFVzlkdZWmKcH6yrEhEHJzB8MYO2WbZBLZSgvHYSjLrwzashDN16O9at+TRaG+5wJRVhXKLM5iC9XCBeKJAq+Yck32LZ6AScmyWRbJjbn1HOvw+QzZwhaGzn1XAIkFOm5e0srIwJEgAgQASJABHonARKK9M59b7tqJghptIewcIsfS7cFsLchvYfDjBoR+prEOH2sFCcOb18dlmgTASJABIgAESACnU+AhCI8YxKKdP5ZoxmIQEwCJBTJzoPx6Wf/xXsz3087uef+9SyGDDkiMj5dsci//vUcTjj+hLTzaD3Q1nAQ3z51beQthcaAsWfMwPJPn4u8d9RFf0PFkSdmZL50gzRV7cSidx6C29YsOAQThbAqKSXDJgke09oxG4UirfP76ZU7Ub9nExIJRV77ck3ctS+e+QBCwfTFEyxwIOCH2dmIUCj6Akievjgy77QrH+ZESELt6/cewW6BFWJKC0pQkCu8UkYwGOKqfOza39Ah4YjQtWTKj7XMmTCiDPIY1TwSzREWirDxU8b0Szkdh9MDt9sTNc6UG932RyaVQKuVo6q2FgPLypLOwYQ1a7Zs5doInXje35DXd1jUmOmT+ieNIRIBBr0YEgngcAaR32cQnp/1fdJx6Tg0HtyDL/7zN1gaYrdVSiXmwLHH4Nybnk5lCPn2QAIkFOmBm0pLIgJEgAgQASJABHo1ARKK9Orth9UVQpM9hCXbeYHIjpr0BCLs2ZACvZgTh5w4XILinPYPqvRu0rR6IkAEiAARIAJdR4CEIjxrEop03ZmjmYhAFAESimTngfh41if44MOP0kpu+PBhePbp6BYge/bsxvTzzk053n+eex7HHntcyuPiDZh1x+lRH40/53qs+eq1yHt9xx6Loy+Nfuo/Y5MnCWSp3Ysl7z0GJmgRYmKpDMWDxqJs9FRUjO+YuCXbhSKMR82O3/HYvdfCz8oqtLFcoxFPvDM/LrZ1896GuTr9KgzBUBAWRyMCwehKGmqFDmqFlhOHDJx0BoqPmCBk6yI+i799C2uWfCVsjAgoye+Dwtx8Yf6tvHz+AGqb7HC6vHC6fbA7O94iJuUkUhhQXmRE3z6J2+20DRcWirD302lfw+qJNDVFt+5pLRSRSMQw5WjgcLuw72ANRgwckHhFIaDJ4sTOA5WQS2Q475aXIZHKo8YIEYqoNSKoFHz1ErMlhDMuvgZX3XxPCjRTc2WVRfZuWYX/vXAH/D5vaoNbeR91xh8xbXry1kppT0ADuwUBEop0i22iJIkAESACRIAIEAEiIJgACUUEo+pRjmGByLIdASzb6cemqvQEIgwKazMzuq8Efxgpxfh+1GamRx0UWgwRIAJEgAh0SwIkFOG3jYQi3fL4UtI9gQAJRbJvF+fPX4Bn/91SZSOVDPtXVOClF5+HiD0G38aOnnIUXC5XKuHw8suv4ujJR6c0JpHz3H/fCHP1noTxLnlmTsbmSxRoz5r5XDsZJoAQaobCchx/3eNQ6XOFDhHk1x2EIqt/+R5v/fveNuth5yyEsSW50CvlkKt1OOcf77e7Id+wbzM2zU9P+MQmbLBGV1hgrWZydYVcLkdfci9kSo0gzsxp2U9zsH7FEqxe8hO0ejnKK1LbS41Kjf6l/SFjJSYOg4UQgs8XRCAYQiAQBBPRsOolrN0Na+Pi8QYQDIXg9QbAtaoJBOD2+OH3M1/h/YqHDyxErj5x+57Wy28tFGEVRVhlkVTN4/XBbm/5HaXXqSGTSaFQyJBr4HNpMJux+8BBTBweXR2k9VxmqxMut497a3/9ARj0uTjz+n9HpVNTtQ9/OS+xCI79Gs099GSV2x2CQl2AN2cvhUjctU9bLf78ZWz8ZQ4ch9p0xePKRFzhlkVXPvAeCvsNSXULyL+HESChSA/bUFoOEcg0Afa/Ban/5zrTWVA8IkAEiAARSIEACUVSgNXNXT0+cBVELK4QVu3quEBErxJxIpGzxklx4ggplDL6n4BufkQofSJABIgAEeghBEgowm8kCUV6yIGmZXQ/AiQUya49YwIRJhRJ1x5+6AFMnBC7qsLESUfC5+Nvngq1V195DUcdNVmoe1K/ncvnYdUXLyb062yhyL71v6By9XwcENhyhCWrySnEcdc+An1+adI1puOQ7UKRT956Gts3rsbBfbsiy1Or1VAgALvHh8n9CiL3GdTGfAw/8WIMmHhy5Ia601yPVf/7Tzpo4PTY4fTYImOlEhkM6lyIRGLk9BmAUafMEBR33mczsW7FYuzctC7ir1BKMeAI4e1kwgPPvPxuWCs3wNZQJWjuTDqxqhj5FSOg0pnw6cznUXOgEl6vD26vO2oahUwOqUwGqUQKo8EAtUqJ40+9GA67BY111fC4HPB4/bA7PPD6AnyVE7QISSpKclFaaBCc+soN+yItdgaU5aJPvvCxrSexOVzwsitiAORyKXRaNXQaBbQaJfdeXVMTKqtr4gpFQqEQaur5yiRaUx80Ws0YNfVcFPWLFpZ899/38dazDyVcn1olgkrFXzyz2kI458obccl1twlmkknHYMCPnz97EdbGGuz8bTEnCvL5g7wgJwS4mBgoEEKOXsFNe9GdL6N8yPhMpkCxuiEBEop0w02jlIkAESACRIAIEAEikIAACUV67vFgz3XYPSE4PIDDHcKe+iA2VgWxcX+A+3e6pmBtZnRiTBsqwQnDpKjI79oHH9LNm8YRASJABIgAEegtBEgowu80CUV6y4mndWYdARKKZMeWWCwWfPjRx/h2zncdSmjunNlxx48dNzrl2K+//iYmTpiY8rh4AwI+L75+7Ep4nK1u/CtU8Htaqgh0hlAk6PehevtacCKRNcKFOIOnnoXyUVORXzE8YwxiBcp2och7LzyINUt/gK9VK4zTLrgGVbu3oXb7agwpaC8KMBT2xWm3v8ItN+Dz4JcPH0mZodfvhs3Z3Eq+AK6SCKsoYiofimHHXcy1nYlnW35biXXLF+O3Xxeiqb62nZtYIsKQEXxlEqEmkytxw4OzuKo9S2Y+2GVP4jKx0uCjz4EurzQiwHn1iZuxbIHA1jkA3v9pX9QyvS4b1xLIZWuC+eAuWJrq0NRQz1UlUSllMGh5cYYQO1Bnwe6qJs5VIZNgwoiymJWNksUKBUNoMvO/H5hEw2jUQS6TIt+k5d6rbWzC3prYQhGfLwBWTYRV1igdPgX9J5zKCYpi2VN33YAVP38fNx2mvzAaRZE1WCwivPrVEpgKipItodM/Z78/n7vpNFgOcQqz0mnkkEr59Z5x3cMYetQpnZ4LTZDdBEgokt37Q9kRASJABIgAESACRCBVAiQUSZVYdvu7vIDDE4LTwyqHANsOBrCrLsh/1aYvDgmvOl8vwvBSCU4eIcWkgYenKmp27wBlRwSIABEgAkTg8BMgoQi/ByQUOfxnkTLopQRIKHJ4N37b9u148aWXsWvX7qSJaLVauF0urpVELDvzjNPxlxuujxsnHaHI3Lnfo6gwszdGXZZGfPXYlZE8JVIZAv6WSieTLrwV/Sf8ISmPZA6W2r1Y+Mb9cCVp19A6TsnQieh35ImcOKQrLVuFIqxqwSO3XIDag3uh1ujgsPOVGiYffwaOOeUCPHX3VXhh1lLIFUrM+8/NaD7QUnEkwk8kwhl3voGtiz+F09IgGCtrqdJkaxF3tK4kUjT4SBwx5dx2seZ/NQvrViwBE4gItQFD8qBQxBebtI1z8vm3YPih8/nMjKO4qh3jJh3TaYKRY69+LG5d+M2//Yon77hY6FLbCUWEDmyu3gWnuQ71ezbC0VwDf5vqJeE4bq8fm3bWwun2QimXcmKRdMxqc8Ln83NDWfuXHIMOfYqM3PcHG+pRVVsfVVHE7fHBandzrXiYHXPVIxCJE18Eu2vGudjRqrpM2zxZy5nWHbweeu0HlPTtn85yOmXMhl/mYNZz93EiKrFIBOOhSiLhyUoHjcYl97zeKXNT0O5DgIQi3WevKFMiQASIABEgAkSACAghQEIRIZSy14cVz2TCEIeXiUOAnbVB7KkLchVDdtcFuVYzmTDWZoaJRM4cK8UJw6XQKKjNTCa4UgwiQASIABEgAp1BgIQiPFUSinTG6aKYREAAARKKCIDUSS6vvf4GZn87h2shINSkUimCgSDYTfTWplQq8e7bb8FojN/u4eoZV4Htd31dPaw2/oZ/ItNoNFiyeGlaVQGSxZ51x+lxXZhIY8oV9yQLEfdza91+LH7vUdjqDwiKIRKLUThgFPqNPwEV408UNCbTTtkqFFm5ZB4WfPsxqip3QG/IRVNDDcRiMf585zP45M2n0dxYi9e+XMPjCIWwb8NSLP3gn+3wsKoffYaPQ9DvFYSOXRqxOpvg83s4f4lYAoMmj6skktd3GIYdd0mkqsbeHVs4cciaxT/h4L7kgqu2CZT3z4FWx7frEGLX3vc+tPpczpUJRZjp9DnoN+gIqNQaISEE+5SPOhYV40+O6++0W3HDuSPB2q0IsbYVRYSMieXjtjWhescabF7xE7TKaJFNIBjE5l11kEjEGNa/IK0p2O+4Zos9MlalUmBAXz7Wgbp6HKjnhSKsVY7H40ezxRnxZWdt2pUPJ513xmmTYG6sj+tnym2pROL2hPDBghgiqKSzdJ6D22HDc389CT5vAAq5hG9B08pY5ZtbX/u58xKgyN2CAAlFusU2UZJEgAgQASJABIgAERBMgIQiglFlhWOknYybbysTFoRUMmFIfQgNVuHXA4UsSKsUwaQVYcpgCScQoTYzQqiRDxEgAkSACBCBw0uAhCI8fxKKHN5zSLP3YgIkFOn6zWctZj76eFaHJ2aiELPZwsV5643XUFJSEjemxWLGcccfm9Kc06efh3/c/0BKY4Q6//DCbWjcvz2u+/HXPoaiwWMFhduzZj7XTqZmx++C/JmTobAcx1z9ILSmzFZLEZxAG8dsFIr88NX7sJobUblzE8yNdWioPYCi0go01h6ItKAZMGQ07njinXbLZq2Etv86B+u+ezfymaG4FJqcPEGIGq3VkXYzTBzC2s0w0xeUw60oxfoVS7B6yU+CYrV1MhUUY/iRk3HJDbdDKpNj+U8fY9mPHwuOddtT30Z8w0KRlsEiGAsL0bfvQCgUwsUnsSafevkDkMiSx3jx4euxaomwllWZEoqE833675fD425pG8XeVylkKCnMRY5By/07XWMCumZzi1ikb2k+dE/vy9wAACAASURBVFoldh+oRoO5GWX57X/f5ZYMxoiTroiIiOLNXXtwP244N/Hvw7BQxOUK4cJr78FZl12T7lI6bdyCWc9hzY+fxo1/xzvLO21uCtw9CJBQpHvsE2VJBIgAESACRIAIEAGhBEgoIpTU4fNj7WSYKMTuDqHZEeKqhuysCXKvexsyKwwJr1KtAExaMSYNkHAikVHl1Gbm8J0AmpkIEAEiQASIQGoESCjC8yKhSGrnhryJQMYIkFAkYygFBfL7/Tjz7PYtMwQNjuFUVlqKYDCE1197GRJJ/D8ElyxZgptvuTGlae64/U5ceullKY0R6ly5diGWzXo2rvugo8/AkefekDDcvvW/oHL1fBzYIrzNiCanAMdd8yj0BaVCU+0Sv2wUirz+zJ3oN3AYZs96Df5DrYEMOXkYNGwcVi/9ARKJFPc++yFK+g6Ky2jVFy9i18ofEQoGoC/sA60peYWJYDCAJnsdF1MkEkGvzoVMIkdIosC6bbXYuGZFWnvSd9BQjJo0DWdedm1UlZz1y+di/v9eFhwzkVCEVfoxu+xc1ZVpU0+CSpVehRGpXIUpl90vKKdvPn4Jn7/ztCDfTApF2D49cfNFCauZTBk3GBJxS2UOQUm2cmpsaql8ZMrVc7GabGZYnbaIUEShMUAkEsPjsHDMhIhrNv+2Evdfn7hlT1goojcNxtMzZyf8/ZrqujLlv27RV/hh5pNxw5FQJFOku28cEop0372jzIkAESACRIAIEAEiEIsACUWy61wEQ3wrGdZGhn8NYX9jCDtqg9heE8C26iBSKCKc8uJYS5kcjQjjKsSYMliKIytIIJIyRBpABIgAESACROAwEyChCL8BJBQ5zAeRpu+9BEgo0nV7//Ajj2H5ivRucifKklUWmfXRhwkX8pe/Xo9ly5altNifflwAk8mU0phUnDf99AnWf/9B3CGn3PI8cksHcp+z1hoNlZuxZObj3A1hocbaybBWNiXDJgkdclj8slEo8t93/gWZQoHmhlqsWPQd+g0cjrGTT8CCb2dh8gln4uxL/yq4LVHD3q3Y8MNMiKWJRQMurwMOd4s4IE9fzO3HTwtXoaauSfDeaPVGjJxwNC678W4oVOqE4/ZsXYWv3k3eqoQFyS0ow1V/fzUSr31FEaDZZePO6+BBY3D1ox8j6Pehcf9W7FwxB16XLekahh13MfIrRib1CzscqNyOe645SZD/ez/sgVicmQtHNfv34M0nb086r0Iuw6RRA5L6xXJwub1wOt3cR0x8k5Ojh0hrwL7dG3HCWTegz5D0fq7/9/5r+ODlxOIao1EElzuEWYtSb2eU1mLTGOSyW/DSzafEHXn7279yIhqy3kuAhCK9d+9p5USACBABIkAEiEDPJEBCkcO7r14/4PSGIuIQi5NvJ8N91fGvvkDn52hQi2BUizCmXIIJAySYPCgzf+d3fuY0AxEgAkSACBABItCWAAlFeCIkFKGfDSJwmAiQUKRrwLMbx6edcVbGJ5PL5Xj80YcxYsSIuLFZC4fjjj8GbK9Tsd/WrkvFPWVfJvj4+vE/IuDzRo31+oOQiEUYffKlGHnK5bDU7sXidx6GvalW8BwlQyeibPRUVIw/UfCYto4+rwcyefLWH2lP0GpgNgpF9u3agq3rV6LmQCV+XfANTjj9YlQMHol3X3gAr/xXeBWX8DL3b1yC3avmxcXlD/hgdjREPpdLFVw1EWYffvq9IMz5xSUYNXEaLrr+b4JvkB/YswmfvXaXoPiDRk7BGZffE/GNJRSxuB1glUWOPeUynPLHe1vFDcHeVANz9W7U7FgDp6UeoTaPFsmUahx9yX2Ccgk7eT1uXHvGEIRCyUvYPvb6PJQPGJZS/HjOu7b8jo9felRQrCNH9oNaoRTk29qJ/d40W+xc1SRmOr0W0y67B5tWfIfxxyeuCJJosvdffBJffPA6t0+yOMKZRqcTBbkm/HfRppTz7soBsc5geP5L73kDJYNGdWU6NFeWESChSJZtCKVDBIgAESACRIAIEIEOEiChSAcBpjicCUNYpRDuyw3UWEPYVRtAJScOCeFgc/K/w1OcMq67Wg5oVSLolSJMHsRXDxlRRg8GZIovxSECRIAIEAEicLgIkFCEJ09CkcN1AmneXk+AhCJdcwRee/0NfP3N7IxP9sTjj2LsmDEJ41ZWVuLc6WenPHdnC0VYQis+ex67V/0Qyc3i9GHNLlY5QoRCkx6TRw+Etb5KUO4isRh55UPQb/yJGHjUqYLGxHN666n7sWrxj8gxFeDSG+/CqIlTOxQv2eBsFIrs3bUZq3/5AdNOno4PXuYFATK5HKX9BmP6lbckW1K7zw9uWY4dy+P/DDCRCBOLMGNVEHK0+RCLxNi2Yx9Wrd0Sdz5WaWLg8DEYM/lY/GF66q2SGqor8cF/hLVlmnTixTj65MsjucS6SW/3uuAP+DF9xj8w/g/xxQzBgB/NB3fC57LD1lQNhUqH4iMmQKZMvV3NrZdMQlN9ddI9ueqWx3HimVck9RPisG75z/jmgxeFuCI/X4oSUx/otYmru8QK5vF4YWdX5A5VFTnntucFzZnI6Y2n/4GvPpkJu9cDlUwGjVwecQ+EgrB7vPAGgrj93sdx9qV/6vB8nRkgkVBkwimX4riLbu7M6Sl2lhMgoUiWbxClRwSIABEgAkSACBCBFAmQUCRFYCm6xxKG7KwJYGdtEDtrgmhy8A8xdJWFxSE6pQhD+4gxtESMYSUSlJtIINJVe0DzEAEiQASIABHobAIkFOEJk1Cks08axScCcQiQUKRzj8ac7+bipZdfyegkMpkMF5x/Hi6+6EKwfyez/zz/HGbOfC+ZW7vPu0Iowiaddcfp3Ny7auzYW+/ACSMLwf703rTPgpJcFXK0LTdx2yZpLK7AMVc/AE1OQcrrizeget8efPTSk/jbk69i4+pf8eIDt2LySadjxu3C2pOkk4gQocji775MGNqQm4fRRx2T0Ie1kmlt//3sM5xzdnwRUSDgh0QixS8/fQVzYy0cNisuuuaOdJbIVdHY9kvsNQSDATTZ6yJxwy1nvvnuF1htjqj5dIYcjDhyMi676R4olKq0cmk9yO2y49WHhFWnuODP/0Rp/5a2MLFu0vuDATh9btz50nzoMnguEy30+QevxZqlyauu6Ay5eOGz1dyedtR+/HImls//RlAYk0kClysIn1+KyWm0ofF4fbDbXdxc/3fNg1AZ8gTNG8/pqbtuwC/z58Ls5mPGsj/feCcuv/7vHZqnKwYnEoqw+a966H0UlA/uilRojiwkQEKRLNwUSokIEAEiQASIABEgAh0gQEKRDsCLMZS1iXG4Q7C3qhhyOIUhLMVY4pChfSTom0fikMzuPkUjAkSACBABIpAdBEgowu8DCUWy4zxSFr2QAAlFOnfTTz/zbLDWL5kyqVSKN19/FUVFRYJD/vn667By5QrB/mHHrhaKbNhrRr3VwwlFmB1sdnEtJ0pN7asQqI35OOaP/0BOyYCU15VswNqlC1C1ZyfOuvw6+Lxe/PXsKSgfOAT3v/hBsqFpfy5EKHLtqUcmjM+qatz1r7cS+qQqFAkH27h2KfIK+kAqkyOvsCTldbI2Pr8v+ALO6thtPBxuC1xeJxdXLJYgV8sLf1q3nEmnrYyQRFn7l//cI6wt1FW3v4bc/NJI2Hg36e0eJx768HfB7W+E5JnI573n78WC2R8KCnPX0x9j+LiOV8j5euYLWL9yUdI5pVIRDAYxnM4g5CoTpkwYBXvjwaTj2jo0Nlm5t/oOHYvxp81IeXzrAQ/fdCXWrfwF9Y5oEVJrn/lr9kKeRrucDiWWxuBkQpGjz/oTppxzbRqRaUhPIEBCkZ6wi7QGIkAEiAARIAJEgAi0ECChSMdOg58JQzy8MMTuBuosIeyoDWBHzeGpGMJWw4QhaoUIarkIagUwqEiMIax6CIlDOrbZNJoIEAEiQASIQDchQEIRfqNIKNJNDiyl2fMIkFCkc/a0quoAbv3b3+FIcCNS6Mym3FycffZZXBWRdGzsuNHpDENXCUW2LfkKa795E+v2mtFo9UApE8MfBPyBIAYUadE3X4N+409A+aipKBk2Ka21pDJo1aIf8MY/74VCpYbHxYsXyvoPxgOvfJxKGMG+61cswWevPg2npSHmGCaKUWj02Ldza8KYnSkU+X/2zgPMqSrt4/8kk2Qm02eYQu+gYlmKCIKoiK5lbVh3bauirovYUEFFQQG7goq94FpWV13L2kBExV0RUfFTEJDehgGmt/TyPefe3EwyM0luMskkmfnf55nvZm5Oec/vnPFbJr95XzHxcw/fhmtufUjVuqoOlOP/Vn6Nt19YCLfLJfUZMqg3Ro88pFX/Rms9rHb5A3u9To/czG6wWO1YtuL/MPuZfyEnv0DVnO1ptGDGn1R1n3rvOzAYm7OYBPuQ3u3xYMbiyOUsVUG00WjNymVYeLe6Einppiw8/5/10U7l6/fsvBtQUR66LJRWq0FenhYaDdDQ4MagQ8finCuno7G6HD99uCiiGOobzHA4nFKfQ8ediiFjTomov3/jG/9yMnZt3dSmKJKu0yE7w4T3Vm2JevyO7PjoVeMhyhgFvTQa3PrSdx0ZEudKIgIURZJoMxgKCZAACZAACZAACcSAAEWRyCC63F4xxCrfKxs82LzPhU1SKRkPKupj94ddaiNL1wOZQgyR5BBZDOlfpEU/8dVNi7xMjdqh2I4ESIAESIAESKATEKAoIm8iRZFOcJi5hNQkQFEkPvs2ddoN2LZtW7sHLy0pwQvPPwuRSSTaK9lFEYfVjA/nX4offy+XRBH/a2jvAky++hb0GzFR1fI9Ho9PTAjXQbTVaLXQ6XQBTX/8ZhleePCugGe9+w/GrEXxySjy3Ref4JUFc8OFG/b9tkSRuv278H+fvOzr++lnnwWMM2LECIgzFu6yORz4ce2vGDdiZMimdfWNWPXjL6isqoGnReneoYP64MiRB7fqX9WwHx6P/MuZHFMBDGlG7Ni0CQ6bHVMe+zBcaDF5X60oct3cd6E3pPvmDJXN4daXV8UkNjWDNNbX4O+T1Qthr36xS82wIds8fMulsFqCZ+QQnU0mLTIy5F9y1de7cNQJ5+D40/8ifb9i8Z0RxeByu1BX2ySVpTJl5+Dkq+dH1N+/8SWT/iCVUaq2WODyy/ik1WhQkGHCYaPG4t6n34h6/I7s+I85l+LArk0hp+zIs9iRa+dc4QlQFAnPiC1IgARIgARIgARIIJUIUBQJvVvibwvMdg+abPK9utErhuzzYMs+N/bVdbwYkqZVxBD5PqBYi4ElWgwslgURiiGp9BPIWEmABEiABEgg9gQoishMKYrE/mxxRBJQRYCiiCpMETc65bTTI+7j3+Gdf72JrKysdo2hdE52UaRy50YsWzQ9Jmstr7Fgw556bD3QgNLcDGQaAwWbmiY7cjL00Gk1+OzXHTi8TwEuOWZwTOaOdpB9NRas3yOX1Qh1pRt0sNrl7BxtXW2JIhXbf8MXT98Wbuio3hcf2Auev+2qg0OkgAlzHTSkH0YNH9qqVWV9ufQsKz0H6YZMCIGnfMMv0rM/P/xJuGFj8r5aUeTqWa8iM7s5w0myiCICwqWT+qhm8edrZuGU865W3b6thnOnhs9wVFgoS1hCGqquduHau5/wlS4SWTB+/uS5iMrQiEwtNTUN0piTpz8ZVfzbf/8N0y9t/u9zvc0Gm1POyNEtMxN6vR6vLP0JpszY/Pc3qiAj6PTtB89h5X8Wh+xBUSQCoJ2sKUWRTrahXA4JkAAJkAAJkECXJ0BRJPAIWOyyEGK2yXLIgXoPth9wYXuFB9sq3CirDv+7ilgfKq1GFkIyjKKsjAYlORoMLtVhQLFGEkR6FWhjPSXHIwESIAESIAESSGECFEXkzaMoksKHmKGnNgGKIrHdP/Eh97/fex8vvRz6g7tgsxYUFOCG66/D6COPjFlgXVEU+ej/9qAg04Bxg4sDOH61YR965pswpDQn5USR/CwDahrtQc9Fx4kiHmze24gDdVbYVAgiSsAHD+2HkX8ILooUZJdAq9GiqboCdfvKpG4dIYo4HXY8OWuyqp+3S25chG7d+0ltheggyn4Euzr6w/mVX7yHlxfcDrvNEnYtovzMgy9/ifxupWHbBmsQiSgiPAy704RbHlwMqQ6N97I21uL7dx6OKIaqalmqOu7PN6Kgx8CI+orGq75aiodmXuvrJ4SnqqYmKaxCUyYOP/JozFn0esTjdnSHyrKt+PwfD6Bsy9qwU3f0WQwbEBt0GAGKIh2GmhORAAmQAAmQAAmQQIcQ6MqiiCgjI0shzXLIzkoPtle4sf2AWxJD6swtUpt2wK6If+FmpmuQ6RVD8kxCDJFLyfTtJmcO0UefJLgDVsApSIAESIAESIAEEkmAoohMn6JIIk8h5+7SBCiKxHb775x1F9b8/H9RD/rPN15Dfl5e1P3b6tgVRZHP15VjYHEWBhZnByD5rawOpbnpKMwyppwo0qMgHXurrUHPRrxFEfHrli17GyIWRJSADztkAI44LDB7iyg5I0rPiKtbTnepBM3+zevh9mZ46AhRxNJUj2fvlcuhhLvOuWo++gySS7zUVpThhRnBs2ok4sP5XVvXY9Y1J4dbhvT+mOPPwN/vXKSqbVuNwokiWi2Qny9nFLFa3eg18Eicf82MVkOtWDxL5BxRHUddXSOcLjdy8gpwwuWzpfJRkVzvvPQk3nx+QUAXNzzQeITDosFfb7gTZ/zlykiG7PC25dvX4+1HpsEepvSPElgizmKHQ+GEbRKgKMKDQQIkQAIkQAIkQAKdi0DCRBHxT7Zm579DoNqdQJPN45NDas3NUogih0TwtysxjVlkDBFiSFa6RvoSYsiQUlkMEYKIPrDCcUzn5mAkQAIkQAIkQAKdiwBFEXk/KYp0rnPN1aQQAYoisdksq9WK22bcjs1btkQ14D1z7o5pFhH/IKIRRTIzM/G//66Mai2RdopH6Rk1MSRD6Znfdlfj+037UZiTjex0PX4vq8J3m/ZK4Y8/uBcGleaj3mzDNxv2YPKYgbDYPFLZnLauWIsidWYH9tVaUFFngz2K375kGHQ4uFcOcjMN0u+Tcoq6I6uoJCB0u8OKekuN9AF9YXYpqnZsgc3c6GuTbKLIEWNOxcSz/y7F98OSN/D128HLnyTqw3m7zYqFd1+JdT/9N+yPQWZ2Lp55P3xGirYGCieKZGVpYTTKZ7W+Xoub7n8ZxgxTq6FEZpY1Hz2NphpZGFJzVdc0SlKRTqfF2DOvRnH/YWq6SW0uPXEEGutr22yflZOHfyz9MWL5RPXkMWoYquRRW1Mk6izGaLkcph0EKIq0Ax67kgAJkAAJkAAJkEASEkiYKNIBLAKzhQD7at3YdsCN7ZUiY4gH5bUdX0ZGLFv8CsbkFUPEPcsol5AZVKLBkFId+hdrpTa8SIAESIAESIAESCAaAhRFZGoURaI5PexDAjEgQFEkBhABPPX0M/j4k0+jGmxA//54atETUfVV0ykaUaS4uBhLlyxTM3y727idDjTVVrR7HDHAD998iTefX6hqLCGK5OZlo1/f7qrav/Xau6raRdKooGd/qfng7vkY2qMA32/Zh4q6JulZSV4mhvQowN7qBmzdJ3+wfdyhfdCvKLfNKdoSRWxNdSjf+JOv/eVXXBHQ97rrrsPIESMCntXX1eG3X37Gl0ujO89jJxyHIQcdgp59+koCiHLVlG9BfcXOgLlsDgsaLLUwpBlRkN8TPYeODfgzpX4jJ0aCM7q2Hg8WzDxdVd/ufQ/ChX9/RGr7waKZ2Lzm66D9EvnhvMNuw5WnBmZvCRboK59vh1Yb+Z87hRNFcnO1SEuT979bz5FtZhNRYmqq3oc1Hz8jlfNRczU2WWGzyWWYjEYDTrvuUTXdpDaTjxoQtO3oCSdi5sPPqR4rUQ0fvnIs4FGfhSWRZzFRjDivTICiCE8CCZAACZAACZAACXQuAp1FFGlZRkZkDpHLx4i7C9srPGi0qv83Tyx3Waf1iiEGQGQOyclQxBCtJIgMKI4sq2UsY+NYJEACJEACJEACnY8ARRF5TymKdL6zzRWlCAGKIu3fqO+//QZz7ns44oGG/+EPuPuuO5Genh5x30g6RCOKHHboYXj11dcjmSYp2q5c9jEWPzpHVSxCFDEa05Cba1TVfs3/BUoOqjr5NdpTVoa77roLP61Zg3++8Qb+8Y9/YOHjjwcMM7BHIfQaN2xOJ3RpRpjdeuwtL/e1yTDoMag0Dzsr66VMI+cefRCyjHrp/WHDDkGJtirSsKT2FrsLP26pgsMV2S9iNBotLrz2FowcPxG5Bd1Czr151UfYu2FVQBtFFMnNLMRRZ96A7KJeUcXf3k4LZvxJ9RA3PfgxVi95HSveDl22JdEfzovMIg/PvBi/r10ddm1X3foojvnjeWHb+TcIJ4rk52uh9f5Z1d/mvKlCRvFALkMT/hKntLq63tfwyFMvRu+DjwrfMYwoMn3eExh3ovqzoGrCGDfyeDx49Kpx8LhV/DWdRoNzb3wM/Q8TAhavrkiAokhX3HWumQRIgARIgARIoDMTSFVRRJSRkTOGiFIyQE2TR8oW4v+VqH0T/2xVSslkpmtQkBkohvQppBiSqL3hvCRAAu0kkICyYe2MmN1JoEsSoCgibztFkS55/LnoZCBAUaT9u7D230/gubc/w9bGtIgG+88H70Gvlz/kj+cVjShy1FFj8Owzyf+X9S25KaLI+r116JlvQm5GIN8DDVbkmwzQ67RQK4oMGjQU026YiWOOaV92i+EjR2LdunVSyDqdDi6XS7ofd+yxmDN7NoYNG4avF92AdRs34+63VuODeZfjtFufxcqVK/H1ihW459574W7x4XBJURZOGz4Qboc7KlHE4XRjx4Em7Kk2R5KgAIOGHYFRx0zCyGMmIa+wSNXx3fTtByjf9ENAW4fThjpztVR25tjL50GIJ4m4Fj90FWqrmoWcUDH8fc5beO6Ws2CzNJfIaav9DU8thyEjMxHL8c1pbqzH/JvPw+5tG0LGYTCm48VPNkUUazhRJC9PB50OsNs9uPGBd1SNvfLN++Cwyhl1wl1VfqJIbkERTrj87nBdpPdDZRS5/8V3MfSwwAw7qgbtoEbmpgY8Of9maPepKxc04oTzcMJF0zsoOk6TjAQoiiTjrjAmEiABEiABEiABEoieQKqIIhZ7oBiyr06IIS65lEwCy8gI8iLxqU8MMWqQZ9JgcKnW99WrIDG/l4j+VLAnCZAACZAACZBAKhOgKCLvHkWRVD7FjD2lCVAUaf/2fXTTCdIgVrcGL2/JCDtgaWkpnlj4GLKzs8O2jUWDaESR008/A/feMzcW03foGIoosuL3/ejfLQt9CgM/qN+yvwHdso3IMxlCiiK5uXm47K9/w18vv7bd8e/ctQt9+/TB6DFj8PPPP6NXz56SGPKXv/yllSj00f1XtBJF/AN485mHsez9t/Dv73+H2epAaUk2Thw9AOYKKw46aCiG5phVxVvb5MDGsnqYbepKfQw9fCRGTZiE4/4UWdYJ/2DWf/0WKrYHfsDt9rjRYK5GbmY3HHv5fFWxx6tRY10lXrjvr2GHT4cejRXhpZIzp96PISOPDzteRzSYdv5I1FWHLu9UVNobsx5/D/mFJapCCieKZGZqYbZYMPSwCTjv6ttUjSka/f7t+9i36cew7f1FEdH4oNGTcMgxZ4bs9+2yj/HorOuDtnll6U/IycsPO3eiGpw1toc0dWFRKQbnp0EnciK3cRkzsnDMOX/D8InnJipUzpskBCiKJMlGMAwSIAESIAESIAESiBGBZBRFRFVMOVsIIErIiNe7Kj3YVtGcMaTOHFn20hjh8g3jL4aIUjL+YkjfbhRDYs2b45EACZAACZAACagnQFFEZkVRRP2ZYUsSiCkBiiLtw1m9bS2+ffJG3yCflxuxpUEXctAnHl+AwYMGtW/iCHpHI4pceOGfMeO2mRHMkhxNY1F6Jj09A0uXrUZ2dk67F7Vr924MHzECV1x+uVRmRmQQqTxwAFlZWW2OHU4UWfbeP/H284/BlQb8sucAft2wHxmGNDhdbmSZMjDrnOEoygldyki0/WZ9JYDwv6jp0WcAxk46DSeff1m7Waz74jVU7d7Yapx6czVyTAUJF0VEYE/eORlOpz3kWj0OB1y1dWF5HHveVIw+5ZKw7Tqiwe7tG3HfzeehqSF03KW9BuChV75WFdK8aeeFLH+Slgbsr96P62Y+gUHD1GfpcDnt+N9r94SNobauES5R2Np75ReV4vhL7wzZ7/mH78aSd4OX1Hpn5WbpZzRZL0UUEfH169cfPTJc0LQR7F/ueAE9Bx2WrMtgXB1IgKJIB8LmVCRAAiRAAiRAAiTQAQSSQRRxuET5WrmEjCgl02CFN1uInDVk6wE3HOr+JiUuxNJ0gMmgQYZBvpuMwOBSHYZ4s4YMKKYYEhfwHJQESIAESIAESCAqAhRFZGwURaI6PuxEAu0nQFGkHQw9HvzvietRs2N9wCDbGnVYstcYdODPPvmoHZNG3jUaUeTKK6fguqnTIp8swT3aK4qceOJpuOGmO9CjR692r2THzp2YNGkSREYRrVaLboWFWLx4MU468cSgY4cTRX5e+TWevvcWqb9Gq8Fb/10Piyj2672KczPwyGXjgo6/v9aKTeUNECVngl0ajQZ9Bx+Ma2c9hILi0nZzUAb4dcnLqCnf2mq8BkstsjPykkIUWbd6KZb9+8mwa3bW1ABOV8h2Rxx7Fk66LHlkq03rfsC8G88Ju7Yn3/4JopRLuOvhWy6FVSq/01pV8HjcqGusgS4tDQ+8uBRabWTyxTev3AUxRqjLYrHBbLH5mogyXqdf/1jIPjOuOBubf/slaJv3vt8WbtkJfd9fFBGBHDxkCAp01oCYcgpLcc3DHyQ0Tk6ePAQoiiTPXjASEiABEiABEiABEogFgY4WRUS2EEUKnt+Y0QAAIABJREFUUe4VDR7sqHBhe4UH2/a7sasq9L/dYrHuUGOk6wGTUYghGpgMQLdsDfoX6dCvSIMBRVr0pxgS7y3g+CRAAiRAAiRAAu0gQFFEhkdRpB2HiF1JoD0EKIpET2/53Itgrt4XdACRr2HFfgO2Nuhgc2uQlWnC8889i/z8ji1tEI0oMvWqKzHl2uAlGqKnFt+eTQ31uOn8E+ARv80Ic72wJHx5i3BjhHv/+htvxDPPPIPDDj0Ua376KVxzhBNFrBYzpp09IWCcX3cewJpt+yEEj1unT8f8+cFLuFx18qg2YxAf6M987GX0G3JI2BijbfDTf55CY9XeVt0brfUo7TEUI8+8LtqhY9pPZBQRmUXCXe7aOrgdjqDN9IZ03PD0l9Bok+evlb5Z8jZefEQWjUJd2bmFmD5/MQYc9Iegzf751Dz8+tMKmK2NUo3nDGOWJHc4XA44nTKXcy+5CRNOOT/cdK3e97hdWPPRM2isDl3ix+12o66+CW63RxKnzr7piaBz1VZX4opTRoeMJdVEEbGY4cNHIcN2ABrvf/IunPEMeg8dHjFzduicBCiKdM595apIgARIgARIgAS6LoF4iyLi71BE6RiLXRZEGq3AjkoXdlQIOcSNHZVuJLKMjPjntZQlxABZDDECfQpkGaRfkRYiW0hhVlt5F7vumeHKSYAESIAESIAEkpsARRF5fyiKJPc5ZXSdmABFkeg396ObTlDV2e0ByqwGDL9sNsaOHaOqTywbjRw1HOID1UiumTNm4oIL/hxJl6Rpe/tfz0DlvtZCQssA4y2K7N6zB0eOHo3u3btj8tlnIzc3F9dPC52lJZwoItZw0/mT0FhfKy1n7a4K/LR1H3JNRtSZbSguKkLZnj1B96KlKCLkktHH/RGTr5iGgqKSuO7hD+8thLmuotUcZmsDeg0cicNOan95m1gtQE0JGo3TCUeNvA/Brivmv4XC7v1iFVZMxnn7xfvx8VvPhB3LmG7CCx+3LhWkdPz0reex8sv/oL6xKuhYcxd9hNyCbmHnaquBufYAfnj/8bB9xX/bamobYTDo8adpwTOKlO/ZiannHB9yvGQXRSaP6w23u3Umm4MPHY4Cl7wPt768KiwzNug6BCiKdJ295kpJgARIgARIgAS6BoFYiiLid1UB2UJswL5aWQaRxJBKN3YnOFuIMU0RQmQ5JNekkWSQ/kXNYog+sgSWXeOgcJUkQAIkQAIkQAIpQ4CiiLxVFEVS5sgy0M5GgKJIdDu6Zflb2PDxC2E7603ZGD1lHgr6Hxq2bbwaXHzBZPy2uXXJj1Dz3Tf/fpxyyqnxCimu4372r1fw3uJFYeeIlyhy3vnn44MPP5TmFyVnbBaL9PrRxx7DzNtvh8PWXC6jZZBqRBGlz2MLFsDhcGDGbbdJj5YsXYozzjzTl02lrXkUUcTpcmPd7krc+eCTOOvMM8OyikWDb9+YC6c9sEyGMm6vQ8dj4JGnxGKamIwhMtL8+4VZ2L01eJkSMVGGuR4NTXbfnGk6LQpzjbDZXahttGPUSRfi+AtvjElMsRzk6tMPhtXSJA15xLBhcDrs+G3TZun7I0eORmPtAeytrEVdXS2OPuFs/O321sLGbz99i/defgwVNW1LWZnp2bj/5c/bFXZ12Sas/+pNuBzNjEMNeOzlwbPprFz+KR65I3TWmmQXRT5++yW8uOCuNhE0Wt3IStfig+/CS3Lt2hR2TikCFEVSarsYLAmQAAmQAAmQAAmEJdAeUcTqkMUQRQ6pt3iws8KN7ZVyKRkhhzTZwmdnDRtklA1EHhC5hIw3a4gR6J6n9ZWP6VesQffc5MnYGeUy2Y0ESIAESIAESIAEAghQFJFxUBThDwYJJIgARZHIwTce2IX/PjYVTps5bOfjZryM7NK+YdvFs8Hbi5/Gcy+8iGpr679EDzbvI488hhMmqsuYEs/Yoxl7/ZrvseCOqWG7xkMU+XrFCpx40kmSICIyHUy/+WY8cP/9vliELOJyuXDbrbe2GZ9aUURIIjNmzmwlnVx3/fV44cUX4Xa58NXy5Rg/fnzAPK++8LT0fU5hMdIzszF8+HCUFBeHZdXeBqKUyDf/mA2g7V869f3DRPQbnlznraG2Eq8tnAqbV6hoi0G6xwFnfSOsdvlnK8OYhpxMvfR6f7UFfQYNwwV3vNRefDHv/583nsS7ix+Wxj366Amo2L0Jm3fLZbSOGj0O1eVbkZ6Zg7UbN0nPFrz+PxSW9gmIo2zHZrz88ExU1e1rlbFIp0tDfk4x7n7q3+2OvbZ8G379fDE8YbIiabQ6TLjs3qDzffjGC/jHE80/iy0bpmeY8M+v17U73ngOYG5qwN/OHYv62upW09Q2uZCXqaMoEs8NSMGxKYqk4KYxZBIgARIgARIgARIIQUCtKOJwKVJI831PtRs7RbYQb8aQ8trIMs/GemPSdM1lZIQgkmUE+hfr0L9IZA3RoV+RBplGlpGJNXeORwIkQAIkQAIkkFwEKIrI+0FRJLnOJaPpQgQoikS22S67DZ/OCJ9pQ5+RhXHTFiK7e//IJohDa3NVOZbPu9g3skgv+kO5BZVmF8TrDL0WhelamPRaZKRpceHD7yEvLw86Xerm72xZYqUtrPEQRcQ8P//8M0aPGYPFL7+Miy+6qNXUSmaR+fPmtRJG1IgiLTOJtJxAbzQiLS0NliY5Y0QyXE3V+/Djh08GDWXg6FPRa9i4ZAi1VQwLZvwpZFw6uGGrkD+4L8pLh1Yr/yLLYnXB6vBg9KSzMPa86Um3tlVf/QdPz78OomyJs65cii8zrxj1jU3QOZvPjjZND73BCJu5EbcuWi4JRuJyOZ2474YLpNf1TTWw2eXMOeLKy+kGvc6Au2Igitia6vHZ83cBGiA7ywSRtaWtK9wZmn/TFVjz3TfweNr+Zejfbp+Pk85K/nJbLpcT54wPlHbEf8ddLg8yMgx495udSXfWGFDiCFAUSRx7zkwCJEACJEACJEAC8SDQliginHqzwwOrvVkKOVDvwc5KF3ZWirssiAh5JJGXUa+IIRqYjEBhliyEDCiWy8n07cZsIYncH85NAiRAAiRAAiSQGAIURWTuFEUSc/44KwmAooj6Q2CtrcAPi+egdtfGsJ3GXvswug0ZEbZdRzRwmBuw5M6zVE1lKizFCbPeUNU2mRslUhS5efp0fPTxx9jw22+SsNHWFawMTThRJFgmEf85+vTti/J9+0KWuOnovavatQHrlr8edNpwH/J3dLz+871w32VorKsKGYKxsRZNFidKCjJ87TweoKbRhoKcdJxwxf3oefBRiVxGq7lFeZ3Zfz8NVfvLUJprVBVbbmEpzrrqHvQZOlxqL0QRIYwI+aKyVs5IIq5u+T2E1xETUWTLD0vw6zef+MbOy82CroUskp6Vh1Fn3wBdmiHoOiYfNQAarbbNzCQajQYvfPQtCopKVXFIdKO/TBoKkV1EuWqaXMg36TBq/ImY9cg/Eh0e508iAhRFkmgzGAoJkAAJkAAJkAAJxICAEEWqapuQV1iKnIISWOxAndkjZQmRpRBZDmmwJK6EjFim+PdghlEDk18ZmV75WvQv1kpSyMASrSSK8CIBEiABEiABEiCBrk6Aooh8AiiKdPWfBK4/YQQoiqhDv2npq9j29btwWNVlaTh9wXJ1A3dAK1Gy4eNbTgLEJ9dhrv7HnI1DJ18XrllSv79u/Xo8fvOlYWO8/Zl3MKB/7DK+mM1mfP/997jwootw5+234/pp00LG0FYZmlCiiCKJzJs7FzNuuy3o2Pc/8ADunj0by5YuRXVNDSaffXZYFvFuULZ+JbZ83/xhf8v5Boz6I3ofNiHeYUQ1/q7N/4d/v3RXyJ+fLJcVTXVmFLQQLix2FzIMOhhN2bjg3v9ENX88O61Z+TkW3j0FhwzqD4etOSNIqDmFbDHhjCmYcOYUPHLbZbA0NUrNmyz1sNjM0GiAwtxSmLJyMP3Bxe0O//t3F6Js59aAcXRaLUyZRhj0cpmfIyffBFNut6Bzbd24DrdedobvfY1GG5BZ5LAjx+GeRa+1O9aOGuDHb5fhgdunwOlwSP9Z33nAjn4lBlx/10JMPPX8jgqD86QAAYoiKbBJDJEESIAESIAESIAEQhCwOgCr3QOLwyNJIZu27sKOCicaPQWospgkKWR/fWJLyIjwlTIyGV4xJCsdvmwhopyMyBqSoacYwsNOAiRAAiRAAiRAAi0JUBSRiVAU4c8GCSSIAEWR8OBXPHw16vcGflAZtJdGg+NuexHZpf3CD9yBLb6450JYaitCzqjR6nDy/A+Qlm7qwMhiM1VlVRXunfsQdm/fjc2b1mFsXwPMdheWry/H+MHFyM+UMw1s2FuHykYbjhlSjCHHXospf5uM/Pz8mARxy6234vEnnpDGcthsqsZsmVkkmCgSrtxMy8mOPf54rFy5MqJYVAUcZaMf3n8c5toDQXuLsjMiq0iyXnarGU/NDv0BvNbjQb7bHHQJxsxcnHTNo8jvMTCplnnppD44uH9fOJ2hz2yaIR1Ou9UXe35xLzjTCtFQK5fdaXn1HTwMl954b7vWKuQiIRmJS2RAEZk/Wl6Hn3wF8rsHZ1pbVYEr/zS2zUwiyljde/XF/OffRl5hUbvi7ejOe3dvR/nePZj+9ysw6fixmPXIqx0dAudLcgIURZJ8gxgeCZAACZAACZAACfgRsDkgCSFSCRnvfXe1G7uq3Nhd5cauSo/0OhmudG8ZmQwDy8gkw34wBhIgARIgARIggdQlQFFE3juKIql7hhl5ihOgKBJ6A6u3/4Zvn7he9S7n9z0Y429cpLp9RzVc8dAU1JdvDzldft9DMP7GJzsqpJjN8+mSpVj+1Qp88sEH0Gq00Ol0GN5dD2MasLfWgh55zeVAXG4PzHYnstP1OPSEW3DMpIMxYvgRMYllxKhRWL9+PVwul2pRREzsn1mkLVFETbmZlgu4d+5czL/vPrjd7ohiiQmINgZZ8cqskBk5SgYNx0HHnBuv6WMy7oIZfwo7TqErdMahfn+YiAkX3xV2nI5s8Nidf8WgwYfglxXvBp3WYMyAva2MI6aeANquIz30iNE4/+oZ7VrK/167By6nPegY3foegmETLwo5x4ZffsSdV4fPspGTX4BXlvzYrngT1bli/z7U1xzAwIMOT1QInDdJCVAUSdKNYVgkQAIkQAIkQAJdnoDNqWQKab6X1bixW5SQqfLIYkiVG+4k8ELStIAQQpRsIeLep5sW/Yq06F8kl5JhGZkuf6QJgARIgARIgARIIEoCFEVkcKpEkSunTEHvXr2iRM1uJEACbRGgKBL6XGz85CVs/uKfqg9Pz5EnYMTFd6hu31ENv3v6FlRu/jnkdEdccAv6jDmlo0Jq9zzvvvc+vvlmFT7+8F1otToY9AbpLkSR3nkGdM90hpzjoOOuR2GJCX+9PHaCgt5ohFarhc2iroyHEqCSWeS9ORdh3cbNuPut1fhg3uX4PW0oHA5HyFIzbS2yuroaJd2748fVq3HEEbERYaLdMFtTHVa9/VDI7lkF3THyzOQuefTrqs+w/P2npHUcMWICnJY6/LbhF+n7TGM6CgqKsLt8NzI8DpjczXKD3emC0+2CIa8nDDlFGH3inzHkiPHR4oxLP5fTifuuHifJPOmmbIhsITUHymA114eYTwOYgv9vskNGHI1zrpwedbxCEBGiSLBL7ZkxNzXikkl/CJlRRJnjmfdXoKRH76hjZkcSSDYCFEWSbUcYDwmQAAmQAAmQQFckYBdSiLd0jHIvr5WzhIjSMUIIEV9OV3LQEdlCZDFEA5MBKMjUoH9xsxgiXgt5hBcJkAAJkAAJkAAJkED7CVAUAXbv2YPPPv0UgoVyzZkzB5rZs2d7/BFTFGn/geMIJNCSAEWR0Gdiy5f/woaPnld9cHqNmoThF92uun1HNVy56GZUbZU/1A52TZj+LHJ7De6okNo1z97yctwz+2EsWfoB0nRanyii0+qg1emQm2lCdroOGekmpKXpkZ5hgj7NIL3OyyuUnuuzeyIzKw3Tbvpru2Lx7yxEkX79+mHz779HPKaQRX75/E3U1dXh0zU7cclJo/Da5z9GnRFExPLG66/j/PPOiziWWHbYuvpT7Pnt25BD6vQGjL94diynjflYovzM8/MvhcNuxR9GHQ97QyXW/75WmqdHtyLkFZb6vtfbLaivrYbV4YSjjd/2/X3eW+g9KLmyP+z6/WfUVpbjsKNPhtvlwhdvP4nVy94KwTG0KDL40FG48Nro/1sozow4O8GuoePORumQUar2eeq5E1G+e0fYtv2HHIIZDz6L4h6UksPCYoOUIEBRJCW2iUGSAAmQAAmQAAl0IgIOp7dsjCgjY/fA6gD214osIUIG8Xgzhrgh5JFkuHRawOTNFqJkDelTqJXEEJEtpH+RBt2yaYUkw14xBhIgARIgARIggc5JgKJIBKKIsEd4kQAJxJYARZEwPD0e/HfhdajdtVEVeFNhd5ww63VVbTuykSifI8roBLuM2QU46d53OjKkqOZ6+91/45uvV2HJkv/AZrNAiCF6vSHgLjKKZGXlwmhIR3Z2LgziniXfjUYj+vYeDGg0qKreL93vma++tFCwoBcsXIjbZshlNiadcAIefeSRqNY3fORIZBjTodFo0GQx446ZM3H++eHLZrQ12RHDh0uPn3j8cVz7t79FFU97O1Xt2oB1y9X9PBx7+fz2Thf3/vt2b8Kbi27GQYeOgdbRBI/bhT17d8Oo1aK4Rx84nQ7s3V+GxsYG6D0elO1qLve0v9qKkvx0QCOH2WvgoZg6/+24x9yeCRbedBoaaisChvDAgyazHftqLBg0+LCgw2fl5uOm+16MavqyDd9hy6qPQ/aN9Lzs2bEF119wUtAxi3r2wdqN66HTapCXX4iP/rs+qtjZiQSSiQBFkWTaDcZCAiRAAiRAAiTQ2Qg4XH7lYxweWO3A/noPdlW6sLvag52VopSMBxZHwN9BJhQDs4UkFD8nJwESIAESIAESIIFWBCiKyEhUlZ6hKMKfIBKIPQGKIuGZNlXswZf3XRa+IQCNVodTH/oUWl2aqvYd1WjFw1ehfu+2oNPl9RmKY256uqPCiWoeq9WK66+/HR9/LH+4npaWFiCISKVndDrodXpkZcuiiCSMGJtFESGL9O41QOovRBFR1uW+h2+JKh7/Tv6iyOjRo7F69eqoxtSnpcFoMEp9rXa7JB6090qkKKImm4iyvkg/+G8vl2j7L5jxJww+aCT0Hm95GQ9QX1+DnNx8eUgPUFVTicKCbtixdSN2bJWzy2wpa4Bep0XfkkyfLHLfm79JUlCyXu8/Owvrvv/cF97ufbWobjDD6XIjKzMbQ4ceGjR0jVaLWU9GJ5+t+teDsIUoe5NmSMe4i+6KCNvmjWuxYN5MWBrqYbOa4bDakJNfiDSjETt3bkdTYz3MNre0NyaDFl+u2Q29wRDRHGxMAslGgKJIsu0I4yEBEiABEiABEkhVAiJRpBA+hAwilY9xABX1HuyucknlY3ZXu7Gr0oMmW/JIISJbiJIlRMka0tubLWQAs4Wk6lFk3CRAAiRAAiRAAp2MAEUReUMpinSyg83lpA4BiiLq9up/C6ehZqe6vzA/fuZiZJX0UTdwB7VaNucCWOsqg85Wetg4HHnFvR0UTeTT1NbV4elnn8eixxf6OiuZRCRBRKuDuItsIuJ5dnaeJFxkZXnv3u+FKNKje19pDEUUuWvudchIT488KL8eARlFJk7EAw88ENV4o8eMgSk9Q+orMorMuPVWnHvuuVGNNWr0aKlfIkWR//vsBdTtC1/yQ8SZUqLIwaOgd9tU7cuKZR/C4wHMNhc27qhDYa4RfUszpb5//PNNOO7Mq1SNk4hGKz54Ad98+ALKq+pRXW+B1dYsLuXm5mPQwINChnXXU/+OKuwVi+8M2a/nIUdj0FGnRTT2r2u+x9RLzwjb50CtE7mZOvz9xhn467XTw7ZnAxJIZgIURZJ5dxgbCZAACZAACZBAshIQZWGEDCL++SPuonxMVaMHu0T5mErvV7UHDZbkkUIES6PeK4Z47/mZGkhCiCgj4y0lo9clK3XGRQIkQAIkQAIkQAJdkwBFEXnfKYp0zfPPVScBAYoi6jfBYWnEN49cA3P1vpCdBk68AIecfrX6gePc0mW34dMZp4acZejJl2HIHy+NcyTRDV9f34DTTj0bW7dt8A0giyH65owiQhBJM8CgN8JgNCI7Kw8Gg1ESRqS7VxhJT89AQUGJNI4iiugMHky9/lKUlsjP23PpjUb069cPm3+Xs0hEcj22YAF+XvpP1NXV4rM1u3DxSSPx+uc/wWFTJyS0nEvE8sbrr+P8886LJIyYtl3xyiwISyI9XQ+rzSm9DnaliijyxhM3oDAvHxqn+n3Zv28PNvz6E2x2N9bvqEWPbiaUFMhykjEjE3MW/xBT7rEabPP6n3HrlW0LGUXdStCnj5ydJ9gVjShSuXM9fvvyjaBjGjKyMPaCmVLZqEiu1d9+henXXKiqy74aB0ry9Bg5Zjwefyk62UXVRGxEAnEmQFEkzoA5PAmQAAmQAAmQQMoTEBKIIoPYvFLIvjo39lSLLw/2VMn3+iSTQrSa1tlCehVo0a9YyCE69C/SoCRXm/L7wwWQAAmQAAmQAAmQQGcnQFFE3mGKIp39pHN9SUuAokhkW7Pnx2X4+Y3Q2SKKho7EmL89FNnAcWxdV7ZFElxCXQf/aQoGnfDnOEYR3dCi3MyDjy7Ec0896RtAlOrQaeXMIb67Ts4oIjKGiJIz2dm50uvsrFwY/ErP5OTkwZSRJY2liCJ2uxU9++fjhuuvhVbbvl+kCDlDjGGzWCJasJBEZsyciffmXIR1Gzfj7rdW44N5l2OjbghcLhduu/XWiMarrq5GSffu+HH1ahxxxBER9Y1lYyUzRGaG4AI0NAXKFWIvPV55ZOwFM2Aw5cRy+riMtXb1UtRW7IZ5/1ZV41vNTXDYHVjzwzfSWvdWmLGv2iplFRHZRcR1/1vqshWpmjCGjUQ5lotObDtrSFFRKfr07h9yNjWiiLmuEubaAxKbon7D8Nvy11G5q1kKazlB6ZBRGDru7KhW+fqLT+C5hfPD9rXY3GiyudEtJw3/Xbc/bHs2IIFkJUBRJFl3hnGRAAmQAAmQAAl0NAGXG1BEEClbiBOw2CEJIbu9MkiZeF3thsgokkyXKCGTrtcgXQ9o4UCaxoX8LB0O6pWB/kVaDJCyhWhg1Ecm0yfTGhkLCZAACZAACZAACXRVAhRF5J2nKNJVfwK47oQToCgS+RZ8dNMJYTudvmB52DYd1WDDxy9iy/I3Q0437OypGDBhckeFpHqeqdfegvc/9I9dA51OGyCKSKVndDqYMjK9okhzyRn/jCIi00hBfhEADdxuN2pqK+BwOGCxNMHptCMrNxv3PzhTdWwtGw4fORIbNmyQxI5IsoAISUTEMeO226Qhf/75Z4gSNMoYjz72GGbefntEY947dy7uu//+iGOJevFBOiqiSJpOi6LCbOyvrIfb3ZxVJDsrHUIiqaxpQI8hI9Fv1J+g0aXFOoyYj+dxu7F97TfY/NPSgLHdLhdcbhf0afo2M17s2rYJ27ZswJrfq6V+B/XNQV5uNu75x08xjzFWA+7dvR0vPHonfvv5O9jtzaJPLErPrHr7Idia6iIKdfwls6FLM0TUx7+xzWbF+28uxtuvPY+K/XuDjvPvL35BYVGRVM6KFwmkKgGKIqm6c4w75QiI/2nDz+ZSbtsYMAmQQOcl4HC1kEIcQJ1Fzg6yW2QJqXajrNqDshp30kFIE1KIQZZCRCkZIYjkmTToXaBF70INNJa9yNLW4eD+3dCjR4+ki58BkQAJkAAJkAAJkAAJREaAoojMi6JIZOeGrUkgZgQoikSOMtVEkc/vPhe2hpqQCz3s3OvRb9yZkcOIc4/x407Atu0bfbOIbB2i7IzIJKIIIoY0g/RhbqYpWyozo2QQEZlFsrJz5QwjWbnIMGUhK1POWOF0OlBXXx0gijhdTpzz55MxaeLxUa3q5unT8eSiRVJftaKIkknEv31LUUSMJ2SRSDKLHHv88Vi5cmVEsUS16DCdvvnHXRBShagSUlqUC4vVgdp6s69XYX4WDHodbA4nDNklKOgxAEUHR8c/HvGHGtPjdmHNsldhSM/E2lVLkF9YFDYjjUiesmHtD9iwrRIOlwbFpSW4+qY5GHjomI4OP+L5bFYLlrz/KnZv+x0H9u3Bgb270LO0Z8hxwmUU+f6dh2FtrI0olliVKBL/Dbjntmvxy4/foaa6MiCGgm7F+PDrtRHFxcYkkIwEKIok464wJhIgARIgARIggVgSsInSMU4PpLu3dExlgyyD7KnyYHe1S5JCqhqDl0GNZTyRjKXXNWcKEUKIEEMKsjToXShLIbIcokVhVrONuGnTJojf43Xv3p2iSCSw2ZYESIAESIAESIAEkpQARRF5YyiKJOkBZVidnwBFkcj3eOWim1G19ZeQHU+c/RbS80T2isRe9WVbsCJM2RkRoSg7I8rPJNt1w3Uz8c57r/nCSktLkyQR/5IzogRNmk4vlZsRUohUcsa/9Iz3+9zcAmi8f+7ZZG6E1doUIIo4nHJ2keKSUtwy8xqUFBdHhKOpqQlfff01pkyZgjvuuAPXT5sWsn/LTCJK47ZEEfGekllk/rx5IUvR3P/AA7h79mz858MPUVVVhYsvuiiidcS6ccWOdahe+wk0oogyIJUYqahuhNGQhtzsDN90oipNphHQm/LQ//irYx1G3Mdz2Mz48o25qub54xX3pfyfHovsKfNvuEBsaJtrFmWFZi161/ee1dyAZ+ZNQX1thfTsuCPHqmLl30inN2D8xbMj7scOJNBVCVAU6ao7z3WTAAmQAAmQQOcjIP7ZYfXKIM0lZIC9NW5ZCqkWUoicKaTJlnxSiCFNlkKULCEiY0hRtiKFyEJIrwI5e0ioi6K+iP76AAAgAElEQVRI5zvbXBEJkAAJkAAJkEDXJkBRRN5/iiJd++eAq08gAYoikcPf+vU7WP/hsyE79p8wGYeePTXywWPYw2W34r8LpqJh346wo6bnFuKYm55Gem63sG07skH53gOYOPF41NXLWQeEFCKJIjod9N5MIiKziHiulJlRMoj4CyM5OXnIysyVQ/cAZksjLEFEEafDju79inHSSRNx0qTwZYZa8ph+yy34z0cfYcNvv0GILW1dbWUSUdoFE0XE+2rK0PTp2xfl+/apzmoS//30YONHD0HrFUXEfHaHCx54YNQ382k025BlMkrhDDlNLsOTatfSl29XFfKh489BzyGjVLVN1kbbNvyCz95+EdUH2i7fkt+tBNfd87Qv/CXvLML3X73n+z4aUaTnwWMxaMyfkhUJ4yKBpCNAUSTptoQBkQAJkAAJkAAJqCDgcAI2b5YQm1POFCL+sEAWQkT5GDlbiHjtSr7qMVCkECGDCDlE3ItzNejjzRCiZAzJSo+8bhlFERUHiE1IgARIgARIgARIIIUIUBSRN4uiSAodWobauQhQFIl8P81V+7B8/sVB/5JejCj+mn7MtQ+j2+DhkU8Qox5rXrsPZWuWqx7NVFCKkZfdjbw+Q1X36YiG+8orcdxxx6KhsU4uN+MVRUTJGa1OB6MoN+MtLyPuRqMR2Vl5UhkaWR5JR2F+EdL0Bm+4HpjNTSFFEYfThd79++D0Mybi6LFjYDAofcOv+Ne1azFy1Ci89OKLuPSSS1p1UCSReXPnYsZtrYWIUKKIGCxcGRq90Yg0vR6WxsbwwXZQi+rta1C5/ouQs7k9HmhFjRoABYPGoNvQCR0UXeymaUsUEX/5ZrfbUFtXC4vVCrvDjuKSnjjn2kekfUrV66k5U1FdsU/+ufJ4pHJO/teAgw7HRdPk7B+1VeVYdM9f4fJrE6kootWlYfS502E0yeWjeJEACYQnQFEkPCO2IAESIAESIAESSBwBpxsQ2UGEDGJ3NMshB+rd2Fvjkb7Katwoq/Fgf10SGiFAQIYQJWNIjzxv6RiphIwWvQs0yDBELoW0tTMURRJ3XjkzCZAACZAACZAACcSDAEURmSpFkXicLo5JAioIUBRRAamNJvt/+w6rX5wVtvOIi+9Az5GRZ6UIO3CYBm6nA5/cenJUw2QV98Hh59+IwoFHRNU/np32llXgg/c+wVv/+idqayuk7CIZGZlSyRml3IwiiAiBJCsrTxJJ8vK6SfKOuFwuB2w2W0hRxGwxw+m0S6VojMYM9B8wGJkFaTho6FBcfmlr+UNZ85dffYU/nnwytFot3G43br7pJjz4wAM+JMHKzfgzCyeKiLbBMotMnTYNL730ElwuF5YvW4YJE5JHtnBaG7FteXOGCTXnJNUyi7y68EY01degtuYA7DZbqyXa7E44HG5kZRpQ2nswrrn9OTUYkq6NKB8077pzQ8bV/6DDcbFXFHl05rlorK8OaB+pKDL+4ruh08sZZ3iRAAmoI0BRRB0ntiIBEiABEiABEogvAbdHCCH+WUI8khhSYxYyiCKFuLG31oO91W7YXfGNJ5rRxW8T/MvGGL2ZQnpJWUK8JWS8GUNERpF4XRRF4kWW45IACZAACZAACZBAYghQFJG5UxRJzPnjrCQAiiJRHgKPBx/dPElV55JhY3DIGX9DVnFvVe1j0aiubAu+eeSa6IfSaHDSve/CmJUX/Rhx7OlyunD3rAexfPln0Ov1kiiSlZ0r3f2ziwh5RDzLycn3ReNw2CG+QpWe8RdFHE4HRDkakykTAwYNxXMvLAi5srMnT8bHn3witRHCiM1ikV6HKjfjP6AaUUS0b5lZ5LMlS3DmWWdBfIgvLkcbokIctyTs0JaaMuxe+UbYdv4NUk0UuefvE0Ouz+32oKKyCSXFWVK72U9/GRGPZGm8v2wHnr9vethwrrj1AfTsNxhtcYlUFDn28vlh52MDEiCBQAIURXgiSIAESIAESIAEOpqAyA6iZAlR7k1WNAshtW5JBhFSSINV/rdrsl06rVwyRhJD0oQgIjKCAM1SiE7KEtKnUAuttmOjpyjSsbw5GwmQAAmQAAmQAAnEmwBFEZkwRZF4nzSOTwJBCFAUif5oiKwiPy6eA7fLqXqQwoGH4+jrQosGqgcL0dDeWIuld50Ti6FQdNCR6DliIkoPGwd9emZMxozlIEKM2LF9L+6+cy7ggSyKZOf6hJF0KeNIcyYCh8MGh8MRsShis9uw8PFFGD9hlKrw95SV4cjRo1FSUoLzzzsP6enpUoaRcJdaUUSMc9/992P2nDkYOnQofv/9d5QUF2PP7t3hpkjI+zXbVqNiw9et5na5XTBbLaipr5fKsjhcTjidzT9TRT2HYsK5MxISc6SThhNFxHhNZjsy0vXQajU45fzrMfq4syKdJuHta6sO4Mm7r1UVx5QZD+H5B65q1fbYUWPhTfIT+J74Uz3v74uzC3ui/8gTkd9zsKq52IgESCCQAEURnggSIAESIAESIIF4EXC4/IWQ5mwh5UIEEWVj/ISQyobkFEIEG32akEG8UohXDskzaSQppFdB871HfgcbIUE2jqJIvE40xyUBEiABEiABEiCBxBCgKCJzpyiSmPPHWUmAGUXaeQb2r1+F1S/cqXoUrS4Npz2yVHX79jT86KbYlrzRaLUYeNx5yOk5CMUHHQm9Kbs94cW8r81qx+pVa7F82Qo0NDT6RJFMUw402uZ6wNGKIk8+9TRGjBoWUdy33HorHn/iCRx66KH4+aefVPWNRBQRA86dNw/3zp0LnVaLmTNmYM6cOarm6ehG1VtWofL3b3zT2hx21NbXoaKmGh7FDAgS1Dk3vNzR4UY132dvP4H/+24p7DY5i0xblxCbRFaRboWZMBjTcfXMZ1HUvW9U8yWsk8eDuWFKzyix5eR3Q2315lahHj16PAyewJzSaYZ0GDNzodFokVvaH4OOOi1hS+TEJNAZCFAU6Qy7yDWQAAmQAAmQQGIJON2A3emRSsfYRbYQ72shf5T5l40RckiNO8y/7BK7lnS9nB3EKOQQrxRSkqtBz3wtegsxpFCWQ/Izm39/kNiIW89OUSTZdoTxkAAJkAAJkAAJkED7CFAUkflRFGnfOWJvEoiaADOKRI0uoKP48LepYg+qt62Fta4KNTvXw1JzAA37dgS0y+01GBOmPxubScOMUr93G75//nZY6yrjPl/JIWMw+qrkKg3hcrnx1GNvAy1+xxOJKCJK1Pzlootx0SWToUvTRcRx69atOGHSJJTt3SuVoCksLMQrixfjpBNPDDlOJKJIr969sf/AAd94ffv0wZbNrT+UjyjwODVuKP8dZT99gAPVlaisqQr5C0SX0421m3bhD4f0k6IRktIxZ01HUe+D4xRd7Ifdt3szNq1dha8+eQXwlgNSZqmuMaOxyY5ePXJRVNob1815NfYBxHnEuuoKuN1uLJr996AzdevVG7+u+Q6lRa0zEZkyc3Dk4SOgcdogUot0H3Ikhhx9Zpyj5vAk0LUIUBTpWvvN1ZIACZAACZBAewgICUQIIfK9+XWN2YP9tW6U1coiiJQtpMYDqyN5s4SI0jFGX5YQWQ4RkoiUJaRQI0sh3owhQhhJpYuiSCrtFmMlARIgARIgARIggfAEKIrIjCiKhD8rbEECcSFAUSQuWH2Detwu2BprYW+sg0ajQXZpP+lD0Y66hLTyv8enwdZQDbfTEbdpBxx7DoadFfwD47hNHGbgN19bgor9tQGtIhFFXlz8DEpKu0Ud/pYtWzBi1ChcfvnlePrppyVhpPLAAWRnB8/GokYUqa2txV2zZ+PZZ59FaUkJGhobUVhQgC+WLUP//v2jjjeeHe2NVVj22l2w2q2qptm9txp5uRnIzsyQ2hvSszDxwruQmVukqn+yNGpqqEX57k3Y+Mu3qK+pQFNDDWxWCyqratC9ey+cdel0lPQckCzhRhzH3Kl+Ja48gNvjQl5Jd9jtFuze8TuEsFVc2FoUsTtc6N6zD047/RL0PeJ4aNP0Ec/NDiQQMQHxeUbH/b/giMOLdQeKIrEmyvFIgARIgARIILUJCH9dyQriL4TYnMCBejf213qwr058Nb8225NXCBG7odc1iyCKHJLrLR3Tu0CDngVa9C6Us4Z0houiSGfYRa6BBEiABEiABEiABJoJUBSRWVAU4U8FCSSIAEWRBIFPwLSNB3bBYW6E3VwPc1W59Lqpai9cdits9VVwOR1wmBvgsDRKXy2zIAQLOa/PUIy55sGkK0Uj4i0vq8Q7b37RHLoGcNhtcDgcsFib5LulCU6nHQ6n97XDjvSMTFwx5RKMO2Zku3dKyCKDBg3CmKOPhvjQrmePHpgzezYuuugi6PWtPxwPJ4rYbDYMHDRIyiRy9NFH419vvYXamhqkZ2SgX9/kLWHi8bjx3hNTVPN0OF34deMuHDygB0wmo9Qvp7AnTrx4ruox2DD+BGZMmQStTg+nwwa7zQaxzy2vwjxZ9lEuUWrIbLYj02TE3U99IZWa4UUCJBB7AhRFYs+UI5IACZAACZBAKhBwueUSMS2zg5jtwL5aN/Z7ZRBJCpHkEDfcrf9nfNIt1aj3loxJa5ZDinLkDCGSEOLNElKQ1XnNYIoiSXcsGRAJkAAJkAAJkAAJtIsARREZH0WRdh0jdiaB6AlQFImeHXumBoG9ZRV4983lvmBDZRT54x8n4dQzjodR/AYqxtfwkSOxbt06adS0tDQ4nU7odDpMOOYY3HvPPRg2bJiUaaSlKLJy5Up89fXXuHfuXKnUh/915JFHYuX//hfjSOM33L8fvyKiwddu3AWrzYE/DOsHvbf0z+HHXIDBI/4Y0ThsHD8C1/9lbNjBFVHE4XBh+64qFBVmoVfvHrh42kMo7TUobH82IAESiI4ARZHouLEXCZAACZAACaQKAYdLLhEjMoL4l4upNStZQSBnB6lzS0JIVWNyZwdRuCtZQoxpgMErhYjXkhDSonRMhqHzSiFtnUOKIqny08k4SYAESIAESIAESEAdAYoiMieKIurOC1uRQMwJUBSJOVIOmIQEnnjkLV9UbYki+jQ9xk04CmdOPiFu0W/duhWz7roLv65di7fefBOvvvoqFj7+eMB8o0aNQqbJBLPFAo/Hg71lZdhbXu5rU1JcjEsvvRTvf/ABRKaSTRs3Jm2pmbZAfvTsNNhtTaoZ19Q1YcuOfcjMMOKgQT2k0j2HjT8PQ0aeonoMNowvATWiSHamAbV1FtTXW1BclI2c7HRcN+dVFBb3im9wHJ0EujgBiiJd/ABw+SRAAiRAAp2CgMgOYncBDqcHshgiyyHiXlEvCyFKVhD57kGTLTWEEJ0WEOViDHpxl1+Lv9koytagR74WPfLle0/vvVNsaDsXQVGknQDZnQRIgARIgARIgASSjABFEXlDKIok2cFkOF2HAEWRrrPXXXml/3z1U1QeqJcQKKJIfmEOjjv+SAw9pH/C0OiNckmVyy67DNdcdRVuvuUWrFq1Snp2zDHHYMqVV+Kzzz7DW//6l/RMCCbnTJ6csHjbO7HLacfSV++ApaFa9VAWqx0bt+4FNBr069MDU+58TXVfNuwYAnU1lbjnxslwOhzBJ/QAubnZOPuSGzBi3GkdExhnIYEuToCiSBc/AFw+CZAACZBAyhBwCgHE5YHDCVkG8RND6sweVDR4JCmkosGN/V4ZRJSQcaZAuRixCRpNswgiSyEaSQzJzdSgZ55XCBHZQvKEGCJkka6VJSSSg0pRJBJabEsCJEACJEACJEACyU+Aooi8RxRFkv+sMsJOSoCiSCfdWC4rgEB5WSXeeXOZ+BUV3G4nBg7pjdPPOjbhlD759FMsX74c102digEDBkj/z3DqtGlSXC+9+CIuveQSbNy4EX++6CLcN38+jp0wASaTKeFxtyeAirLfsfWX5Sjb/KPqYc654WXVbdkwMQSaGmqx+r9LsOa7Zdi5dX1AEAZjBg4fNQHjJp6BgQePSEyAnJUEuiABiiJdcNO5ZBIgARIggaQloJSJEXchhPiLIdVNQgRxo6IBqKx344BXDKls8MBiT43sIAp4qVRMiywhJiPkzCBCBCkQYoj8OsdEISTSA0tRJFJibE8CJEACJEACJEACyU2Aooi8PxRFkvucMrpOTICiSCfeXC4tgIDb7ZZKl/AiARIgARIgga5AgKJIV9hlrpEESIAESCBZCHg83mwg3hIxLcUQIX0caHBLmUGk135iiGibalearjkziH+WkNK85lIxcukYDYpz+O/wWO0vRZFYkeQ4JEACJEACJEACJJAcBCiKyPtAUSQ5ziOj6IIEKIp0wU3nkkmABEiABEiABDo9AYoinX6LuUASIAESIIEOJuByyzKII6BMjFwyxuponQ1EyCCVDZBKxgiRJBUvIYQYdBpImUL0gMFbNqYwW0ggSrkYLXoUyGVk+LcZ8d1liiLx5cvRSYAESIAESIAESKCjCVAUkYlTFOnok8f5SMBLgKIIjwIJkAAJkAAJkAAJdD4CFEU6355yRSRAAiRAAvEl4PZmBXH6iSCSFCLJIUC9xYOqRjkjSJVUHkYuE1NZ74EoH5PKlxBBhAQi35vlkIIsDUpztSjN1aC7lCFElI7RwGRg2ZhE7DdFkURQ55wkQAIkQAIkQAIkED8CFEVkthRF4nfGODIJhCRAUYQHhARIgARIgARIgAQ6HwGKIp1vT7kiEiABEiCB9hOQpA+/8jDie0kMcQFmO1DZ4JYkECGDSF+NblQ1iuce2BypLYOIbB8GkSHEJ4R4M4WkASVCBsnToHuuBiV5shgivox6CiHtP3WxG4GiSOxYciQSIAESIAESIAESSAYCFEXkXaAokgynkTF0SQIURbrktnPRJEACJEACJEACnZwARZFOvsFcHgmQAAmQQCsCTiF9uGXxQ757v9yyCGJ3AlUNohyMEEC8UkijnB1EPGuwprYIogDR+8kger/sINkZsvwhfUkyiJBDgOIcLU9TihCgKJIiG8UwSYAESIAESIAESEAlAYoiMiiKIioPDJuRQKwJUBSJNVGORwIkQAIkQAIkQAKJJ0BRJPF7wAhIgARIgARiQ8Dj8RNAfDII4HADLiGFeJ/VNHlQa/agtsmDGnH3vhbfVzZ6UN3YOUQQQVWjaZkdBNB7M4V0E+VivFlB/LOD5GQwO0hsTmTiRqEokjj2nJkESIAESIAESIAE4kGAoohMlaJIPE4XxyQBFQQoiqiAxCYkQAIkQAIkQAIkkGIEKIqk2IYxXBIgARLoogRE5g+XV/gQ4od/FhBFALHZgVqzWxI/aprE6xYySKMshXQeDaT5MIjsIJIAIt2FHCKXi8kweMvFeDOESEJInsgWooXow6tzEqAo0jn3lasiARIgARIgARLougQoish7T1Gk6/4McOUJJkBRJMEbwOlJgARIgARIgARIIA4EKIrEASqHJAESIAESCEtAyf4hyR9ujySBNMsg8jPleyGCiHIv9Rb5q1kCcXszgkDKDtLYSUrCBIOn0wKGNI0keAgJxF8OKczWoCRHi+JccdegJFeLklwNumUzO0jYw9gJG1AU6YSbyiWRAAmQAAmQAAl0aQIUReTtpyjSpX8MuPhEEqAokkj6nJsESIAESIAESIAE4kOAokh8uHJUEiABEuiKBGTpo1n8CJA/FPHDJbexOoEGi0f6EvJHg1X+vt4rhEjvWSG919kFEP+zotU0ZwSRM4M0ZwrJzdSgOEcIIPDexfeyFJKm7YonjmsORoCiCM8GCZAACZAACZAACXQuAhRF5P2kKNK5zjVXk0IEKIqk0GYxVBIgARIgARIgARJQSYCiiEpQbEYCJEACXZBAW+KH9MzTWggRz5tszeJHvRVo9EogsgiiiB+yEGJ1dMYCMOoOicjxoZSHEXc5Q4icKSQrXZE/5Mwgxd7MIEU5GpgMzA6ijjBbURThGSABEiABEiABEiCBzkWAooi8nxRFOte55mpSiABFkRTaLIZKAiRAAiRAAiRAAioJUBRRCYrNSIAESKATEAgqfgTJBGIW4ockeIisHqL8C6TsHs3PZPlDCCHimRifl0xAZPhI04kvjXSXZBCdRhJEjGmQsoDI2UCULCGyGJJjogzCM9R+AhRF2s+QI5AACZAACZAACZBAMhGgKCLvBkWRZDqVjKVLEaAo0qW2m4slARIgARIgARLoIgQoinSRjeYySYAEOh0Bty+rh1zqxa3IHi2eN8shzZKHLHsI8UMRQOTyLr7vveVexBy8WhMQ5WEUCUTvE0KEDCJLIUISyTVpUJClQUGm/FWY7c0OkqNBt2zKIDxX8SVAUSS+fDk6CZAACZAACZAACXQ0AYoiMnGKIh198jgfCXgJUBThUSABEiABEiABEiCBzkeAokjn21OuiARIIPUItCl9+AkfsgTi8ZV8Ed+b7R402RTZw4MmkdnDJp7Jwof0vZ8IIp7xUkdAlj3kUjCyECJ/r2QGyTD4SyBAQaYW+dmKFAIUZGmh06qbi61IIB4EKIrEgyrHJAESIAESIAESIIHEEaAoIrOnKJK4M8iZuzgBiiJd/ABw+SRAAiRAAiRAAp2SAEWRTrmtXBQJkEACCSgZPNweuRSLJHnESPoQYoiQQYQAwjIvkW+yyAQiBA6pHIySCcR310DnzQYiZwLRoiALyBcZQZTvM4H8LA0yjcwIEjl99uhIAhRFOpI25yIBEiABEiABEiCB+BOgKCIzpigS/7PGGUigTQIURXgwSIAESIAESIAESKDzEaAo0vn2lCsiARKIDQF/wcPdIpuHED98WT6EDOIVQZxuSBk9mkRGDym7B6TMHk1S9o/ATB+UPmKzT8ookgDSQgJpKYVk6IG8TC3yTBrkZUK6CxHE/56XSQkktjvD0RJBgKJIIqhzThIgARIgARIgARKIHwGKIjJbiiLxO2McmQRCEqAowgNCAiRAAiRAAiRAAp2PAEWRzrenXBEJkIBMwCNkDu9X82uPV/CQs3zIsodoJ2fokF/LdyF2mEX2Dkn2EK+BRiF8SBKIvxDifW2Ty8Hwii0BkQVElHzRidIvWviyfvhLISITSE66kD8U6QPIN2nl76VnQhDRwGSgBBLb3eFoyUqAokiy7gzjIgESIAESIAESIIHoCFAUkblRFInu/LAXCbSbAEWRdiPkACRAAiRAAiRAAiSQdAQoiiTdljAgEujSBIRmIeQNRfAQmTyk197yLcrr5rv8fltSiN0J2Jwe2BzyXXxvlTJ7yGKHJIAIGcQqXivPFenDI43JK34EtEoGEK3GWw7GWxZGkkG8pWG0QIZRlj9yMzTINQG5IhuI8pWpQb6UHUQegxcJkIBMgKIITwIJkAAJkAAJkAAJdC4CFEXk/aQo0rnONVeTQgQoiqTQZjFUEiABEiABEiABElBJgKKISlBsRgIkEJRAQNYON+CBnLXDJ3soWT0CnnkFECF5+D13ugCLwwOLHbDYxd372qF83/K5B1YhgkgyCGB3yt+LO0WPxBxaIWzIZWDaEkCan2cqAohX/hAiiBBAcrwSSG4GkJuphTEtMevgrCSQygQoiqTy7jF2EiABEiABEiABEmhNgKKIzISiCH86SCBBBCiKJAg8pyUBEiABEiABEiCBOBKgKBJHuByaBJKEgEiMoWTcEPfm14HZOPzbBGbpkKWLtjJ3iBItNodHkjTE3eona9iE7OEArOK5JHOIu/xaCCCK4CHu8nM56wev5CKgiB+i9IsoA9P8vf9rWQrRaYCsdJH5w5v9wyt/yN/LX4oMYtAl1zoZDQl0JgIURTrTbnItJEACJEACJEACJABQFJFPAUUR/jSQQIIIUBRJEHhOSwIkQAIkQAIkQAJxJEBRJI5wOTQJqCCgyBcBIofIyOEVOlrJG17pI/C5LHIEPPOTQ1wuOcOGknFDLsnS/MzR4nuprbdci3T3iSByP38xxOFSsUg2SRoCGgCi5Isse3jlDuX7AAlE42uXna6B+MpKlyWQbHHPUJ7Jd/FMbsMSMEmz2QykSxOgKNKlt5+LJwESIAESIAES6IQEKIrIm0pRpBMebi4pNQhQFEmNfWKUJEACJEACJEACJBAJAYoikdBi265MoHU2jcBsHNL7fiVUWmbtCJaNQ0gZQraQ5Q3ltQd2B5qfuwCHU862YXd54JBKqwA28dorfNi9Y0htvGOJMcT4TndX3rnOvXYhfEjih6ZZ+miZ9cP/fb3OX/JoljsCZA9JAlGkEKGW8CIBEkg1AhRFUm3HGC8JkAAJkAAJkAAJhCZAUUTmQ1GEPykkkCACFEUSBJ7TkgAJkAAJkAAJkEAcCVAUiSNcDh0XAv6ZNnwyBgJLoyilVpQsG+J7Xz+/jBzS+6H6+rVVyqKIu5SNQymn4s3G4Z9lw1eGxStqiKwcUkkWb4kVpb+QO3iRgEIgUulDCCDZRg0yfdk+gCzxvVHO7CF9Sa+F9CFLISYjxQ+eOBLoCgQoinSFXeYaSYAESIAESIAEuhIBiiLyblMU6UqnnmtNKgIURZJqOxgMCZAACZAACZAACcSEAEWRmGDkIP4ihscrZUiSRdslVBSRI3R5lRbyhxgXcrYMIWkIyULJsmGTXgNOcRdZNrzf+157S6+IzBrye942Snun97n0vRjH731vW24yCaghoJR2EVk9lEwe4i597y3tIj+Xy79olfIvGjmDh5A+so1Apjejhyx6KM/FXcggclYQ8R4vEiABEmiLAEURngsSIAESIAESIAES6FwEKIrI+0lRpHOda64mhQhQFEmhzWKoJEACJEACJEACJKCSAEURlaBSrFlzpg0ha/h9IVDc8M+8IUkbrbJt+GXiaCv7hlcKEX1FiRMhcSilUBR5Qy6X4pU7vKVT5HYeiDbKa7lkilJeRXkul2PxtWEGjhQ7iakZbrPkIYsciuShCB4+8cMrgOj82ojSLiJrh8mgQYYRMBnEl/hefi6yfcgyCKWP1DwdjJoEUoMARZHU2C1lBrkAACAASURBVCdGSQIkQAIkQAIkQAJqCVAUkUmpEkWunDIFvXv1UsuW7UiABFQQoCiiAhKbkAAJkAAJkAAJkECKEaAoEvsNk8uZ+MsZ3te+Z6LYSRvv+/dTKWwoEojItOF77QnMmmEX2TH8M2Z4XwspQ8qu4c2gIckY3kwaymuRoUPJ3CHaKSKILHjI4yrjxJ4kRySB6Aj4Z/WQsnZoNN7sHnKWD0UE8WX4EO/7MoAAGV7JI1MIHl7ZQzyThA8hgUjPNFI7WQABRNsMowbGtOhiZi8SIAESiCUBiiKxpMmxSIAESIAESIAESCDxBCiKALv37MFnn34KwUK55syZA83s2bPF79l8F0WRxB9YRtD5CFAU6Xx7yhWRAAmQAAmQAAmQQGcRRcKKFx4VckZYwUMIIHI5lFAyiFL+RNyl124PnKIsirfsifTc99rjLZcilzvxf+4TM8TzFsKGJGgokofIuOF9LbJ0iDF4kUAqE9D4l2mRXsuih39mD99rr+Ah2shSCJCmg5S5QxY7xOvmLB/+UodJrzyX7xnerB8s6JLKp4exkwAJCAIURXgOSIAESIAESIAESKBzEaAoEoEoIuwRXiRAArElQFEktjw5GgmQAAmQAAmQAAkkA4FoRJEAScKbyUKsJVCgkMUM8X98EofSpuXzGAgaQo4QooWcHaM5M4b8WnkmpA3A6c2kIUkZ4rXU1/tceS3GktoKqaN5XFn88Lb3zuMTPyhpJMORZgwJIKCIHULSaH6taX7tFTj82ymih8avbIvyvsjKIbJzSFk79CLDhzfLh+/ulTr0clYP6X1JCNEg0wAY9VQ9EnAMOCUJkEASEaAokkSbwVBIgARIgARIgARIIAYEKIrIEFWVnqEoEoMTxyFIoAUBiiI8EiRAAiRAAiRAAl2dgCI+CA5KSkMhR/i+93/tJ1D4v+/VJySpwn8cRaiQngUZp9X8XsGiVR//595J/KUN/3jWrlsrzde/f3+YMjN9socyZkvJw+2Rs2G4vNkvXN7sGEo2DJciUYi7aOcVOAKeuzze5/L7otyJL5OGV9xQyqH4Sx7N0kdgyRTRRsTFiwRIIDgBRcIQd+k1xF0uueJ75id6+Lf3F0CUPv7PhNgh5AxDGpCu18CoF3f/1xqki/cMGt9z3/tC8tDL/aU2ejl7CC8SIAESIIHoCVAUiZ4de5IACZAACZAACZBAMhKgKCLvCkWRZDydjKlLEKAo0iW2mYskARJIIIGWHza39SF02238PhFOYPycOj4E/D/7DvgcvMW2K2dDROFr11I2CHgzsF0iPmNvJUoEEStarsn3s6EgD8oiMKOFr7nfYlvKE765/Mf0y3YhZATfl9sDUeHDI2QI0cYN6Xu3uHs88t37vVir6Ke0k+7imdRWft5WP/8xXG655ElzW28s0vze98R43nikOEWMok+I5w2NTfB4NEgzpMMNLRTxQ4ggInOG//dC5qCQEZ+fdY7adQkECBySvCGXTxFChiRwQPne7z1vu2DyR1uSh5A4DGkaCKlD3MX3QugIfA4YlfdEWyFweO+SACL6eiUQ8VzIHga9RoqRFwmQAAmQQPIQoCiSPHvBSEiABEiABEiABEggFgQoisgUKYrE4jRxDBKIgkBQUUR8wsLfDEZBNHW7tPwAsuVKgn3Y6P8hZlurj3Zc/7/ADka1VUwt/4q7+WPVgCHairnlB7WiQ1trDtvXr2PL/v5/Me4fUKgPiQPatRiwzT0J4ha0tQ9t8WtzzW0Eq46N8vf13gFafojrN26wc6SGTXvWFu+fWN+HyNKHuR75g2Dlw13vB8jiQ+JWH/h6/1o/ER/yx5sJx28moJwP313IB4qY4BUExBmQnikCgvcMif9AyWKDLBIo7ZT+0pheQUO06ZDLG5MvZq98oMTvH68iZShrb27jaRYzWkgX0rjeMf37+Z755A3vz1SQ/h6PnPVC4dNReDpkDzgJCZBAxAT8s240Z9NoLq/SVvmVlsKG1it/+GfjEKKGXieLG4rAYdApAgeg94obBm8bvfSeRhI2xDO9ED68z6TXXpmjpRTCf7JFvOXsQAIkQAIpS4CiSMpuHQOPBwH+7joeVDkmCZAACZBABxOgKCIDpyjSwQeP05GAQkARRcSHJAMPHhEARtWH2v/P3l1A2VXcDxyfJGiBBBI0hCJBihUoHihQnOCS4B7c/Y8GKG4hBD24FkKRYAFKcKcFCoUUhxIgWHCX/M93du9y9+X53t19b9/3npOTZPfK3M+1kd/M5FKW0QE+X4N8spuiTVlF9l2owbyc/RZuIGraa7X7LuRXNE2TBDrkv1eLBV8UNMzjlzQuJifJtsn2ye9afGiMzBk2P32OuesX2ndLT/PkXJt/kN4+fQ4t+2k+dt5jNjNNcsxUb/F4LXOG8k/OJ52mlobD5ovftE1zQ2zq+rQ03LZar8kv7q+l4fa3RtzkZ63OtXmfrfaXpDXPsXMbNpPG45Z9Nqfnt/Wa7+OURTqN6f21uvapY8cG6eZ7Izlei2fSgN18DeJ5pNLfcs4512+S9XL2H++2pNE52WdinfZJ/a7VPZhqPE/bpNPvl0ABBRRQQAEFakcgGWUjdzQNxrVIT6NCYEQS3JHv3y3rtlqveRSP5pE8WrbvFsJk3ZunUmmeZiWOphGnSmmaNoUADUbdiCNupEbhSE/H0rRO0ygcTLPCdi4KKKCAAgpkLWCgSNai7k8BBRRQQAEFFOhcAQNFmvwNFOnc+9CjN7BAEijywy/dw9MTFvqtIT3VIJ40zKeDBHIbvNONwZEzp1GaHaf307xKy/HyNf5Pso/m65QOBkga8FsdMwl2yAkSKJTmJC0Ff58OLkg1Zuc/z1SgQJLenAbypnNt7dEqgCHlV3mafwtuae006VQE9qBu4AffU1dAAQUUUEABBcoUyHQKlRio8VvQRjoAhICNZLQMRtBIRtogIGOyHozO0TRCB7+Lfyc/YxSO5n9PlvPzlnX4Pdt1bxrJ47efdwvdu5cJ4WoKKKCAAgp0soCBIp18ATy8AgoooIACCiiQsYCBIk2gBopkfGO5OwXKFUgHihx93/zlbuZ6CiiggAIKKKCAAgoo0MEC6VE3WgI44sgZzcEX6VE0UqNnxICMAr9rmXolXwBHSKZKaZpC5bepVH6bQuW3gI5kmpXfpk5JplxhxI041Uoy9crkTfuK06k0T69iwEYH30weTgEFFFCg7gQMFKm7S2aCFVBAAQUUUECBogIGijTxGCjig6JAJwkYKNJJ8B5WAQUUUEABBRRQoK4EWgVpkHKCL9IBGEmgRb6pUQpNl5IngKN7KmAjd2qVZKSNOCJG86gb/HuyGIjRFHSRjLrR8u9kNI1ktI3UCBxJ8EayLcEgSXBH/N1kTQEmLgoooIACCijQ+QIGinT+NTAFCiiggAIKKKBAlgIGijRpGiiS5V3lvhSoQMBAkQqwXFUBBRRQQAEFFFCgwwWSES9agiZaBV38No1J/t83B3O0CuiY9Gcx6KNEoAfTn0zWvWnakvjv5qAMpkyJgRr8nfy8e7f4M35H4EYydUqyTVOgx29TpqQDNpIgkPT0KgRv8HMXBRRQQAEFFGhcAQNFGvfae+YKKKCAAgoo0DUFDBRpuq4GinTN+9uzqgMBA0Xq4CKZRAUUUEABBRRQoAME0qNjcLi8I2jkBFPkrjfJdiUCNOKUKbnHypkyhdEuJmM0DIIuYvBFc7BGc3BGy4gazcEZcT2CM1qCN9KBGt2agzcmDeCIQR3NwR3xeDEwhCCQpmPj4aKAAgoooIACCnSWgIEinSXvcRVQQAEFFFBAgfYRMFCkydVAkfa5v9yrAiUFDBQpSeQKCiiggAIKKNDFBWL7f3MQQBILkAQFtMQGNAcvxFVTAQPJtk3hDk1L7rat/p8+TnqfuWnIc7y8aSuw3o8//hjTMsUUk4fu3ZnMpHXgR9MIGq1/xmgXPQjC6M7fTaNj8P+mkTSS/zePmsH/43pNv2d9gjN+264puCOOoBEDMFIBGul/x1E5fhuRIzfAg/25KKCAAgoooIACCoRgoIh3gQIKKKCAAgoo0LUEDBRpup4GinSt+9qzqSMBA0Xq6GKZVAUUqEuB3AbiloZezqZQQ3DzFAh1ecImuiKBSQIOcu6L5v+2BDG0/D/PernrdsbgB/kCKIqlOW+ARmqDfEEaTROE5AR25AZ5lNhHq+27hdCDZ65bCN35d/emqUz4d/zTPfVvRr8gOKL5d3E9fh+a/o77Sa+f/KxbUwDFJPuM2zb9Ltkv+4z/j+nq1rTf9DHifpq3aV63Kd2koVvLubz26n9D924Tw9xz/T70mm6apgAO9hUDN7rFv5v+3xQYwnFcFFBAAQUUUEABBWpXwECR2r02pkwBBRRQQAEFFKhGwECRJjUDRaq5e9xGgQwEDBTJALGL7CLdGJfvlAo2OOY0zhXiaMv+izV25v1d6mAlt81ZodV/c3uMp04u3ciYPudJjpcKBMi1ybePQueT+/NCnhUfn0QVOc/46zyJKs+paa2S59kJzh312DY19DY3IHfv1tQI3fL/3xqlkwbmVn/baNtRl6lTjpNM6cE9kQQltP67KVih5WfNz2ISuPDb9k33FQ9aEoTQarsi76CsT5zwDe7hdJBFq383B0W0nHNz4ATJT4IxmtZvOqe8+0n2n9omHpP/Nz9bTGXSEpDR8rPfgjn4fRJ4kVhlbVEL+/vXv/4VkzH//POH6aabrhaSZBoUUEABBRRQQAEF2iBgoEgb8NxUAQUUUEABBRSoQQEDRZouioEiNXhzmqTGEEgHipz5+AKterfnE2hLYz/7K9Zo3+r3pRqmcxJXqNE+Wa14MEG+dLXeoqL9V5D2zvRs8c4Zej73578NTf9bD+7Eo7ltMjInjZYtQQWp/bb6feqixO2bd5Zs3zLCQrJ96r5pGZmhGS73mIlner3fjpGaCiC97+bGyCSNSeNkel+ceUtjYvO2cb1UEEQ6LemGR3qKt0pn8/GSdCX7SLbJdUgfe5JjFDt+tG26Zi3Hav5P+v9JLELL8ZNr0jyiRboxu+U65t4zqf8nLvE6luGc3G+550aq09ei5Z5LHzvfMVrS39p9EofGeMV7lgoo0MACBoo08MX31BVQQAEFFFCgSwoYKNIlL6snpYACCiiggAINLGCgSNPFN1CkgR+CSk79119/DRMmTAgzzDBD6NGjR/j000/DtNNOG6accspKduO6KYEkUOTHX7uHj7sv2tKwm9tYnzuPfdK4m/55/FlOcEDT75sDDNoYTJAOTvgtfamG8ObzakswQTogpKXBPt3Q3nLiv51rrkGyyqQN/r+16ucLcMh37NyAhyTSJt3onXbnArQK4khPa9GcsFaOPg0KKKCAAgoo0CUFDBTpkpfVk1JAAQUUUECBBhYwUKSBL76nroACCiiggAJdUsBAkabLaqBIl7y9sz+p7777LowYMSLsuuuuYfrppw/Dhg0LAwcODAsssED2B2uQPSaBIpzukksu2SBn7WkqoIACCiiggAJdW8BAka59fT07BRRQQAEFFGg8AQNFGu+ae8YKKKCAAgoo0LUFDBRpur4GinTt+zyTs/vpp5/Chx9+GM4666yw6aabhj59+oRrr702rLvuumHRRRcNU089dejOJPVFlokTJ4ZvvvkmfPbZZ+Hrr7+Oo5IwIknv3r3DVFNNlUk6f/nll/DFF1+Ezz//PBDYwn579eoVA1smm2yyso6RxT7KOlAIwUCRcqVcTwEFFFBAAQUUqB8BA0Xq51qZUgUUUEABBRRQoBwBA0XKUXIdBRRQQAEFFFCgfgQMFGm6VgaK1M892ykpJfDipZdeCg899FC48cYbw/fffx+nn+HvlVZaKSy11FJhkUUWCf369Ys/zxcwwrQ1PHBPPfVUuO+++wKV5wRwLL744mHNNdcMiy22WJhxxhlLBpsUA/jhhx/Ca6+9Fh5++OGYVtLMaCcDBgwIq6yySvw3gSntvY9KLpKBIpVoua4CCiiggAIKKFAfAgaK1Md1MpUKKKCAAh0gMDGZBrYDjuUhFGhHAQNF2hHXXSuggAIKKKCAAp0gYKBIE7qBIp1w89XLIRkB5Kqrrgr3339/GDx4cBg3blzYbbfd4ggiJ598cpgwYUJ49tlnw/jx48OGG24Y9t5779C3b9/QrVu3llMkSOTNN98M559/fphlllnC1ltvHddhhJGxY8eG8847L44qsueee06ybblOBIk88sgj4dJLLw2DBg0Kq6++eujZs2ccVYTAlMsvvzymb7PNNgvTTDNN3t1msY9y05usZ6BIpWKur4ACCiiggAIK1L6AgSK1f41MoQIKKKCAAgooUImAgSKVaLmuAgoooIACCihQ+wIGijRdIwNFav9e7ZQUEuBx++23xyALppyZbbbZwtVXXx223XbbGCgybNiwMHDgwDgNzemnnx6DNA455JBw8MEHx2llkoUH7cgjjwxLLLFE2GuvvVr9jnU+/fTTcNBBB4WZZ545HHXUUTHAo5KFdD722GPhhBNOCMcdd1xYbrnlJtn86aefDgcccEA48MADY8BI7jQ0WeyjkjQn6xooUo2a2yiggAIKKKCAArUtYKBIbV8fU6eAAgoooIACClQqYKBIpWKur4ACCiiggAIK1LaAgSJN18dAkdq+TzstdV9++WXYY489whprrBF22GGHODpHvkARpnThd8OHD4/TyTDiSDL9zE8//RTOOeecOGXNtddeG/r375/3fEaPHh2PRUDKRhttVNEUNB9++GHYfffdw5xzzhlOPfXUMOWUU05yjB9//DEce+yxMaDkkksuCfPNN1+rdbLYRzUXykCRatTcRgEFFFBAAQUUqG0BA0Vq+/qYOgUUUEABBRRQoFIBA0UqFXN9BRRQQAEFFFCgtgUMFGm6PgaK1PZ92mmpe/vtt8OWW24ZTjzxxLDqqqsWDRQplEimnNlmm23CQgstFANJCk37wpQ22223XRyd5KKLLopT0ZSzMH3NqFGj4jHOPffcGNBSaLn77rtjEArBJEyRk4x6ksU+yklrvnUMFKlWzu0UUEABBRRQQIHaFTBQpHavjSlTQAEFFFBAAQWqETBQpBo1t1FAAQUUUEABBWpXwECRpmtjoEjt3qOdmrLXX389bL755jFYZJ999glMz1JoRJF8CSUAg1FEmKrmlFNOCYcddljB82FEkv333z/ccsstYeTIkWGVVVYp69y/+eabOKUM6XrggQfyTjuT7OiVV16J58MUOldccUWYZZZZ4q+y2EdZic2zkoEi1cq5nQIKKKCAAgooULsCBorU7rUxZQoooIACCiigQDUCBopUo+Y2CiiggAIKKKBA7QoYKNJ0bQwUqd17tFNTNmHChDhCxzvvvBPOPvvssPjii8cpZAj8mHrqqcOwYcPCwIEDA1PP5Fu+//77cNBBB4Xzzz8/XHfddTHgpNDCFDVHHHFEOOOMM2JQyaGHHhq6detW8vwJZhk0aFBc9/rrrw/zzz9/wW3efffdsNVWWwUCRm699dYwYMCAuG4W+yiZ0AIrGChSrZzbKaCAAgoooIACtStgoEjtXhtTpoACCiiggAIKVCNgoEg1am6jgAIKKKCAAgrUroCBIk3XxkCR2r1HOzVlv/zySxgxYkQ45phjwh//+Mew++67h/Hjx4fddtstTDfddCUDRViX4JAHH3ww3HHHHWHdddctej5//etf47F22mmncM455xScpia9kzFjxoTVV189rLjiijEYZY455ih4jE8//TRsvfXW4Z577gmXXXZZ2HHHHeO6Weyj2gtloEi1cm6ngAIKKKCAAgrUroCBIrV7bUyZAgoooIACCihQjYCBItWouY0CCiiggAIKKFC7AgaKNF0bA0Vq9x7t9JQRXHH00UfH0To+++yzsMIKK8RgjsUWWyxceeWVYcMNNyw4oshLL70UNtlkk0BB6tFHH43bFluSQJG11lorTlnTp0+fkud/6aWXhiFDhoRytkkHihx//PHxvFiy2EfJhBZYwUCRauXcTgEFFFBAAQUUqF0BA0Vq99qYMgUUUEABBRRQoBoBA0WqUXMbBRRQQAEFFFCgdgUMFGm6NgaK1O49WhMp++KLL+IIH5dcckn46KOPQo8ePcLgwYPDr7/+GvbZZ5+wxBJLhO7du0+S1sceeyyO9MHSXoEilQSXFAoUyWIf1V4oA0WqlXM7BRRQQAEFFFCgdgUMFKnda2PKFFBAAQUUUECBagQMFKlGzW0UUEABBRRQQIHaFTBQpOnaGChSu/dozaSMoJAnnngiHH744WHs2LGB4JEpppgi7LnnnmGbbbYJc801V5yOplu3bi1pNlCk9OUjUOSNN96IKy6++OKlN3ANBRRQQAEFFFBAgZoXeP7552Ma+/fvH/PILgoooIACCiiggAL1LfDaa6+Fb775Jsw888yhb9++9X0ypl4BBRRQQAEFFFAgECjCAAnTTDNNmG+++RpWxECRhr30lZ34d999F0cWIUDktttuC88991wMGJl77rnD3nvvHXbYYYfQu3fvlp0aKFLalwLm559/HlecffbZS2/gGgoooIACCiiggAI1L/Dee+/FNE4//fSxsOmigAIKKKCAAgooUN8CSf5u8sknj8EiLgoooIACCiiggAL1LUCQyE8//RRPopHbaA0Uqe/7uMNST6DI1VdfHbbddtvAv4844ohw5513hi+//DL88ssv4eSTTw677rprmHLKKWOaCBRZaaWV4hQ1lUw9s84664RrrrmmVdBJoZM84YQTwtFHHx3WWmutcO2114Y+ffoU9EhPPcN2Rx55ZFw3i3102EXwQAoooIACCiiggAIKKKCAAgoooIACCiiggAIKKKCAAgoooIACCrRRwECRNgI2yubpQJGpp546nHXWWWH++ecPY8aMCZdeemkcdpFgjSWXXDKSPPPMM4GgDwI0KgkU2WqrrcKFF15Y1jDdZ5xxRjjkkEMqDhQ577zz4rQ5LFnso1HuAc9TAQUUUEABBRRQQAEFFFBAAQUUUEABBRRQQAEFFFBAAQUUUKD+BQwUqf9r2CFnkBsoMmzYsDBw4MAw44wzhoMPPjhcddVV4cQTTwyHHnpo6N69e3j77bfD1ltvHR5//PHwwAMPhFVWWaVgOidOnBiOPfbYcPzxx8e/jzrqqNCjR4+S53XrrbeGzTffPPz5z38O1113XdGhHxlCiCAURjoZPXp0S3qy2EfJhLqCAgoooIACCiiggAIKKKCAAgoooIACCiiggAIKKKCAAgoooIACNSJgoEiNXIhaT0ahQJEFFlggBoJsttlmYdCgQYEAEkYc+eabb8IBBxwQLr744nDllVeG7bbbruApfvvtt2HfffeNwR5MO7PJJpuUxTF27NgwePDguO7IkSPDggsuWHC7l19+OaavV69e8RjzzDNPXDeLfZSVWFdSQAEFFFBAAQUUUEABBRRQQAEFFFBAAQUUUEABBRRQQAEFFFCgBgQMFKmBi1APSSgWKPLKK6/EkT0GDBgQzjzzzBgowkKQyD777BOOO+64ONJIt27d8p7qxx9/HLbZZpvw888/x6CSfv36lUXy1VdfxQCTO++8M4waNSosv/zyBbd7+OGHw3rrrRfTM3To0DDFFFPEdbPYR1mJdSUFFFBAAQUUUEABBRRQQAEFCglMDCHkLzJrpoACCiiggAIKKKCAAgoooIACCmQuYKBI5qRdY4e//PJLGD9+fAz6mGGGGcL3338frr766rDtttvGnyVTzzCiyH/+858YKLLpppuGo48+Okw++eQR4a233go77LBDmHPOOcO5554bevbsmRfnueeeCzvuuGPc9/7771/WtDPJjggQYbszzjgjDBkyJE57k7v8+uuvgRudqXFuuOGGGNCSXrLYR9e46p6FAgoooIACCiiggAIKKKCAAgoooIACCiiggAIKKKCAAgoooEBXFzBQpKtf4SrP76OPPgq77757mG+++cKRRx4Zgz/yBYrMPffc4cYbbwxHHXVUnDomParHxIkTwxVXXBGGDx8eLrjggrDccstNMqoIo4iMGDEi3HvvveHCCy+MQSXphYAV0vL111+HPn36xKCV9MgkX375ZTjkkEPCF198EYNRZpxxxknO+JNPPgn77bdf6N+/fzjiiCPCVFNN1WqdLPZRJbObKaCAAgoooIACCiiggAIKKKCAAgoooIACCiiggAIKKKCAAgoo0KECBop0KHf9HIzpYJimhQAOAjlWXnnlcNttt8URQn73u9+Fs846K6ywwgqBKWn4N9O67LzzzpOMBkKQBsEZvXr1CgceeGCYaaaZwmSTTRYIImGUkrFjx4aTTjopbL/99nEfudPTvP322+Hggw8O9913Xxxt5LDDDmuZ2ibRfPrpp+O+99xzz7iPaaedNo4sQpAJASajR4+OI4kw6gjBIvmWLPZRP1fXlCqggAIKKKCAAgoooIACCiiggAIKKKCAAgoooIACCiiggAIKNKqAgSKNeuXLOO9nnnkmBnkQDLLMMsvEwA6miGFUj8svvzz8+OOP4eWXXw6DBg0KW2yxxSQjdSSHeP/99+O0L7179w4bbrhhDOQgIOSNN94II0eODJtttlkYOHBg3mljbrnllhhE8u2338Zglcsuu2ySUUcIOnn00UdjwAr7J609evSI6XvqqafCI488EqfEmXfeeQuedRb7KIPUVRRQQAEFFFBAAQUUUEABBRRQQAEFFFBAAQUUUEABBRRQQAEFFOhUAQNFOpW/9g/OyCJ33HFHGDNmTBzVo2fPnjFQhBE7GMGDAA+mhCm1EGTy4IMPxpE9nnjiidC3b9+w5pprxiCTeeaZZ5KRRJL9jR8/Ppx66qnh8ccfjyOKDB48eJJRS5J1SSuBJfx56623wh//+MewwQYbxFFGpp9++lJJjL/PYh9lHciVFFBAAQUUUEABBRRQQAEFFFBAAQUUUEABBRRQQAEFZc47/QAAIABJREFUFFBAAQUU6AQBA0U6Ab0eD8moIldffXXYdttt49Qvw4YNi0EiCyywQD2ejmlWQAEFFFBAAQUUUEABBRRQQAEFFFBAAQUUUEABBRRQQAEFFFCgIQUMFGnIy175SRsoUrmZWyiggAIKKNApAhNDCN065cgeVAEFFFBAAQUUUEABBRRQQAEFFFBAAQUUUEABBepAwECROrhItZBEA0Vq4SqYBgUUUEABBRRQQAEFFFBAAQUUUEABBRRQQAEFFFBAAQUUUEABBdomYKBI2/waZmsDRRrmUnuiCiiggAIKKKCAAgoooIACCiiggAIKKKCAAgoooIACCiiggAJdWMBAkS58cbM8te+//z6MGjUqbLjhhmGqqaYKV1xxRVh55ZXD3HPPneVh3JcCCiiggAIKKKCAAgoooIACCiiggAIKKKCAAgoooIACCiiggAIKtKOAgSLtiOuuFVBAAQUUUEABBRRQQAEFFFBAAQUUUEABBRRQQAEFFFBAAQUUUECBWhIoK1Bk5yFDwhz9+tVSuk2LAgoooIACCiiggAIKKKCAAgoooIACCiiggAIKKKCAAgoooIACCiigQAUC744bF0bfdVd4//33W7Y69thjQ7ehQ4dOTO/HQJEKVF1VAQUUUEABBRRQQAEFFFBAAQUUUEABBRRQQAEFFFBAAQUUUEABBRSoQYGyA0WIHnFRQAEFFFBAAQUUUEABBRRQQAEFFFBAAQUUUEABBRRQQAEFFFBAAQUUqG+BsqaeMVCkvi+yqVdAAQUUUEABBRRQQAEFFFBAAQUUUEABBRRQQAEFFFBAAQUUUEABBRAwUMT7QAEFFFBAAQUUqDcBJgnsVm+JNr0KKKCAAgoooIACCiiggAIKKKCAAgoooIACCihQCwIGitTCVTANCiiggAIKKKCAAgoooIACCiiggAIKKKCAAgoooIACCiiggAIKKKBABwgYKNIByB5CAQUUUEABBRRQQAEFFFBAAQUUUEABBRRQQAEFFFBAAQUUUEABBRSoBQEDRWrhKpiGmhT49ddfw4QJE8Ivv/wSZpppptC9e/eC6fzhhx/CBx98EH7++eeKzmW22WYL00wzTd5t2NdXX30V//z4449h6qmnDtNOO22YbrrpiqYlvbMs9lHRCbmyAgoooIACCihQwwLk6z7++OMw+eSThz59+lSU0u+++y58+eWX4dtvv435wymmmCJMNdVUoWfPnvHvcpbvv/8+7uObb76Jq5O/69WrV/y73CWLfZR7LNdTQAEFFFBAAQVqXYA8Gvm7GWecMfzud78rO7lJndnXX38dqNfr0aNH3J68Wbl5u4kTJwaO/8UXX8S/qTtM9jHllFOWlZYs9lHWgVxJAQUUUEABBRSoYQHaZKkvo02Uui/+T56MNlTaRSebbLKSqc8iX8Vxk7ZZ0kGejrZZ6v/IL5azZLGPco6TxToGimSh6D66nAAvk/fffz8ceeSR4aeffgoXXHBBfAkUWp599tmwwQYbhPfee69sC15uo0aNCqutttok21C4/O9//xvuu+++cO+994a33347LLXUUuHPf/5zWHPNNcMcc8wRX07Fliz2UfbJuKICCiiggAIKKFDjAgR3vPrqq+Gggw4Kiy66aDjxxBPLKmQmwcMPPfRQuP/++8OTTz4Zgz3mnHPOsOCCC4bVV189LL/88rFxolBgMXnLzz//PDzzzDPh7rvvDg8//HDUWnrppcPaa68dlltuubh9sQJnFvuo8Utk8hRQQAEFFFBAgYoECPC46667wsEHHxzOO++8mK8qtZCnIjjkhRdeCGPGjAlPPfVUzCPSALD44ouHddZZJ6y00kqx01ixvBl5xI8++ig88cQTMQ3k8wgyWXLJJcP6668fFltssTDDDDOEbt26FUxSFvsodb7+XgEFFFBAgZoXmBhCKPy5rPnkm8C2C9BZ/p133gl33HFHuPXWW8O//vWvGDRC3uwvf/lLGDRoUKzLI79WaMkiX0U63nrrrdg2Sz7xxRdfDH/4wx/CyiuvHNtm55133pKByVnso+2i5e/BQJHyrVyzQQR4mYwfPz6ceuqp4ZxzzglrrbVWuPbaa4v2On3sscdiIbB3795FC4AQUiD95JNPYmDJiBEjYiEyvdBLdfTo0eH6668Pe+yxR2x4oJcpvRNuvvnm+JLcc88948uRnqz5liz20SCX29NUQAEFFFBAgQYQIEjkjTfeCMccc0y44YYbwm677RaGDRtWciQP8m2MGnfGGWeE1157LRx22GFh2WWXjSOSkDej4Dh8+PCwwAILhGOPPTb07dt3krwg+6AR4ZJLLgmffvppPDYFSxoN/ve//4Vzzz039kA94IADwjzzzJM32CSLfTTAZfYUFVBAAQUUUKCBBOjh+cADD4TDDz88/Pvf/w7XXHNN2HrrrUsKELxLvow6ud133z0MGTIkBuxSV3fLLbfE+kA6ax1//PFhvvnmy5s3o+6QfBz5QLbdbrvtwuyzzx7r/F566aW471lnnTXstddeYZZZZslbV5jFPkqerCsooIACCiiggAI1LkBn/UcffTQMHTo0vPnmm3EUEerMkhFGmPlh5plnjh37t91227zBIlnkqwjwePzxx8P5558fBg8eHNZYY43YfkudHR36L7300rD55puHjTfeuGCwSBb76OjLZaBIR4t7vJoWoBFh3Lhx4aKLLgoXX3xxLCTSk4DCJkEghRYCReg9QCGy1NBD9FqgkYGRRDbZZJNWu2TYy9tvvz2OYMKf/v37t/o9BU5GITnzzDPDaaedFhsqcnuuZrGPmr5IJk4BBRRQQAEFFKhAgLzRK6+8Es4+++xw0003hc8++yw2Cpx11lklA0XovXDCCSfEngz58mYkg16oO+64YwwCplCbO40Mw1WedNJJcSpB9pX7ewqcxx13XAxUJn9H4Td3yWIfFZC5qgIKKKCAAgooUNMCdJCilyf5uaeffjpODXjdddeFLbfcsmi6GYGEIBGCSwgQYYS5dN6MerfbbrstdtxaddVVw+mnnx6YNjp3Id9GYwU9W/fZZ59J6gKpTyQIuF+/fuGII46Iw6W3xz5q+iKZOAUUUEABBRRQoIQAeS9mbDjwwANjgC6dqxhFhA5a1IUxsi/1eYzuS9srQRxbbbXVJCMEtzVvRqAJx6ATGH8GDBgwScqp/9t///3D//3f/4X11ltvkvxfFvvojBvGQJHOUPeYNSlA1BrRarxoKAQyp+h+++0XI8R4UIpNPfP888/H3gvbb799yXMjIo2eo7zcchsC6KlKL4RNN900Doueb3hKeq8yoggvUHoo9OnTp9Uxs9hHyZNwBQUUUEABBRRQoA4EaAxgmEh6e66yyirh9ddfD6ecckrMZ5188smx4FlsYboZhrekZynBIPkWerMy3DmNFQSiLLTQQi2rUUikZyoFSX63zDLL5N3Hc889F/N/hxxySNhll11aFXiz2EcdXCqTqIACCiiggAIKlBSgLowpAO+55544Shz1cNSNMcobQ5Wvu+66RffB9DAEk7AP8mZM8Zy7EMRLnoypbAgkOfTQQ1vlzQhC5ph/+9vf4p/cTl7J/u68885Yf8doxYxCnO7olcU+SmK5ggIKKKCAAgooUOMCdKwn+JYpZQiunWaaaSZJMSMEE8T7j3/8IwZwEBzMdNDJkkW+6uOPP47HYIQ46gAZ1SR3oQMYIxUTMELgcW4eMIt9dMblMlCkM9Q9Zs0JECTC3KQMHcR8phQsmfplm222KXto8nJOKnmRzDXXXHG/6UAQGgEohNLQwNz1TC1TaCGYhYIqL0QKm8l+sthHOefhOgoooIACCiigQK0LEMBBgC75pZ122ilO58eIHhTqGAXu6KOPLnkKjARCgfWRRx4JK664YsH1//rXv8b9MlTmCius0LJeMnoJf1911VVxCPJ8C70kGOWE+VivvvrqMPfcc2e6j5In6goKKKCAAgoooEAdCDCdHwEhTO9C/RlTMjPdDIEjufmw3NMhyIQRQhjll9GDyXPldr5KtmG0X4J4CfIlL/n73/++ZXfMW8+w50w9SBBIvgYNVmbEYtajk9iFF14YZphhhkz3UQeXyyQqoIACCiiggAJFBRjBlxHi+MN0fYUWZn2gbo+23NGjR8d23GRpa96MPCJ5P0YqIRi4UEcxjsexN9poozhFNVMMJoHAWeyjs24VA0U6S97j1pTAu+++G0f52HXXXVuiwK699trMA0V4YVEgpZFi/vnnb2VAYXeHHXYIH374YewVwdz1hRYKv/SKZZhMXqCMfsKSxT5q6sKYGAUUUEABBRRQoEoBRnsbOXJkHM1jpplmintJAjrKDRShF+lRRx0VRwVhapncKf/YJ4VBhqWk4eGBBx6IUwMmy8MPPxxHJOEPhch8PRKSfZA2pq4hD0pP1yQQOIt9VEnoZgoooIACCiigQE0JXHbZZTE4hHnj+fvTTz8tO1CE6Wn23Xff2EmMzlvDhg0rOA0hgSjk38aOHRt7r66++urRgXwfo4gQnMLodAw9XmhhZBLyobfeemu48cYbw0orrZTZPmrqopgYBRRQQAEFFFCgSoGLLrooBt2St8o3w0KyW0YL3myzzcKrr74a680I6sgqb0YekalvLr/88sDIwsstt1zBs2Fqa2ah6Nu3b7jiiitaZo3IYh9VErZ5MwNF2kzoDrqqQNaBIoz2QS+El19+OTYmUKBNL0888USMRFtyySUD0XG9e/cuSMvw5DRW0CuBBpBkiKMs9tFVr6fnpYACCiiggAIKVBooQoGVBgUaI2gMoCCYGyzCtICsw6gh9BZlnaSwetppp8UGBIKEGZmk2EKPVKY9pEdCElRCY0Rb9+FVV0ABBRRQQAEFuqpAJYEiEyZMiNM9MyVMqUCRDz74IDZYEATM6L9MIcOSTDnIz6jjI7i30EKP18MPPzyceeaZcQhzprOhASSLfXTV6+l5KaCAAgoooEBjCRCAy1SA/fr1K3riBO8SKPLaa6/FjvYbb7xxZnkzprah3o86OGaayO3kn04Ygw4QpELAyqhRo1qCSrLYR2ddeQNFOkve49a8QNaBIp9//nmMSmN4pHxDl9OjgRFCiEbjwezZs2dBoyRqjZ6yDz74YFh55ZXjulnso+YvjAlUQAEFFFBAAQWqFKg0UISCH0OGP/3003FqGHqFMg9qMjIIDQDkxRh1hECQ9JSAzLO6zz77xB4Gw4cPj8EkxZYk70mPVf5NQHAW+6iSys0UUEABBRRQQIGaF6gkUIQRPg444IBAIHCpQJH0ftMj0Y0fPz42DhBAwhQ4TF1dbEnynjvvvHOcpoYRgbPYR81fGBOogAIKKKCAAgpkKEDd23rrrRfmmWeeGCiy4IILxr1nka+6//77w2qrrRbbbQkEnmOOOQqmPJ1HZAQSZolgyWIfGXJVtCsDRSricuVGEsg6UOSpp54Kl1xySewh2qtXr1aUjDbCUOP0Ni1VWGXDdKAIo4/QyyGLfTTS9fVcFVBAAQUUUKDxBCoNFPnll19iIC69QQn6XWSRRWJQyIABA8KUU04Z555n+sKBAweGDTfcMPTo0aMFlekE6WVKQ0KSXysmnuQ9F1tssVjoZd77LPbReFfZM1ZAAQUUUECBRhGoJFCEfN1JJ50UR/ndZpttYh5uuummy0tVKFCEKWk23XTTWC/HtNArrLBCUeok77nWWmvFQOA+ffqELPbRKNfX81RAAQUUUEABBcjDnXLKKTEPxyhvjPhL8C1LFvkqpjYkqDedXyukXiiPmMU+OutKGyjSWfIet+YFsgwU4UXGvPWzzTZb2H777Sc590p6NbBxvkCRLPZR8xfFBCqggAIKKKCAAm0QqDRQhEMxPDjBviNGjAjvvfde+Oabb2KgyHzzzRdHgGOqGIalzJ1LNV9+rVjS8wWKZLGPNnC5qQIKKKCAAgooUNMClQSKcCKPPfZYHMl3pplmCldffXVYeOGFJ8nDsd5HH30UO2Xdd999MbiEoOFk+2SU4GoDRUhDW/dR0xfFxCmggAIKKKCAAhkKMK3LjjvuGEfdvfjii8OSSy7Zsvcs8lX5AnsLJb9QoEgW+8iQrKJdGShSEZcrN5JAloEiDH/E/PRHHHFE3vmtsgjyyGIfjXR9PVcFFFBAAQUUaDyBagJFUCLol9Hhhg0bFh555JEYPPLVV1/FYBGmDtxggw3ifKpJjwa2ySLII4t9NN5V9owVUEABBRRQoFEEKg0U+fHHH2NHrtNOOy32SD3kkEPC9NNPH7p3796KbOzYsWGzzTYLL7/8chwJhOlmWLJojMhiH41yfT1PBRRQQAEFFGhsAdo9GQWOzlv8of4t3VEri3xVFkEeWeyjs660gSKdJe9xa14gy0AR5i1ljip6ISRz2qcBsgjyyGIfNX9RTKACCiiggAIKKNAGgWoCRb799ttA7wWmkPnggw/CX/7ylxg0ctNNN4V33303Tkkz11xzheOOOy42KCR5vSyCPLLYRxu43FQBBRRQQAEFFKhpgUoDRTgZRocjWIQRRZj+ee21147BIowUx1TRND48/PDDcWpBgoXHjBkTR5NjyaIxIot91PRFMXEKKKCAAgoooEAGAj/99FOgbXXo0KExwHeXXXZpNeVzVnmzLII8sthHBmRV7cJAkarY3KgRBLIKFPnhhx/iXParrLJKWHfddfPStSXI47rrrgtbbrllyGIfjXBdPccaE5gYQuhWY2kyOQoooIACXVag0kARRg75+9//HoYPHx7nK91pp53CFFNMEX0IEBk5cmT83euvvx6HML/qqqtiIAkNDAR5bLHFFuH5558P11xzTRy+vNiS5D0XX3zxcMMNN8RR6LLYR5e9mJ6YAgoooIACCjS8QDWBIqAxsggdush/Pf7442H22WePU9IQONKjR4/YY3W//fYLq622Wrjyyivj75PGiJVWWin8+uuvoZKpZ9ZZZ52YH+zdu3cMNmnrPhr+wguggAIKKKCAAl1agGDdJ598Mhx99NGxUxaj+Sb1cekTzyJfdcIJJ8TjrLXWWjFv2KdPn4K26bwn2x155JFx3Sz20VkX1ECRzpL3uDUvkFWgyGuvvRZfFmeeeWaYY4458p43wSSHHnpoOOecc2KhlGHNp5566oJGSe9ShsC89dZbYy+HLPZR8xfFBCqggAIKKKCAAm0QqCRQZOLEieGhhx4K2223XQzyoAdD7shwrPPss8+Ggw8+ODz44IMxePeCCy6IvVHfeuutGCjy9NNPVxQosvLKK8ceruQbs9hHG7jcVAEFFFBAAQUUqGmBagNFip3Ul19+Gfbdd99AxyzyjuTzCB5heeaZZ+IIJBMmTKgoUIQ84kUXXRSmm266TPZR0xfFxCmggAIKKKCAAm0QIEjk1VdfDccff3wMrqXjVr4gkazyZmeccUacjrDSQBGmxNlrr73imWaxjzaQtWlTA0XaxOfGXVkgi0ARGg9uvPHG8MILL8TGhcknn7wg2VlnnRUOOuig+NIjYCQ9x33uRgSIEEVHb1V6si688MJxlSz20ZWvqeemgAIKKKCAAo0tUEmgCKOJUFAkT3jXXXeF5ZZbriDenXfeGfNmc889dxyBZKGFFgpffPFF2HHHHcMtt9wSrrjiirD99tsXxae36g477BBHLSEvOM0002Syj8a+4p69AgoooIACCnRlgawDRajHo/cqgcIzzDBDHE1kwQUXbCEkiHerrbaK6xAkTIBvoYV9MTUhf6gTpKcqASdZ7KMrX1PPTQEFFFBAAQUaV4AgEUbtpTM9U//RcSsJ2M2nkkW+6uabb44dvcjXUQc488wzF7wAH330UUwT0xTefffdcVRhliz20VlX3UCRzpL3uDUvkEWgCNPBMJrIRhttFCPfii0UMOmVwHocm+HLCy30bmUqm4033jhccsklcehKliz2UfMXxgQqoIACCiiggAJVClQSKJIU/j7++OM4FcwCCyxQ8KgffPBBLCiSR6OwuMIKK8Q57Rl68thjj41/jjnmmBjkm29JGhJY/9RTTw0HHnhgXDeLfVRJ5WYKKKCAAgoooEDNC2QdKPL111+HI444Ilx66aXhpJNOCnvvvXerxolvvvkmTknD7wkiIaCk0PLtt9/GkUmYcoY/BBWzZLGPmr8wJlABBRRQQAEFFKhQIAkSYaSO1VdfPay//vqhe/fuRfeSRb6KjvmDBw9u6ZifDhLOPfjYsWPDoEGDwrTTThvbcfv37x9XyWIfFXJltrqBIplRuqOuJpBFoMg777wTTjzxxNhIUCwKDbv33nsv9iJlvvvrr7++5QWTz5UCJr1Nhw8fHnbfffeWRocs9tHVrqPno4ACCiiggAIKJAKVBIrQg4G56imolgoUSRop/vnPf4bRo0eHpZdeOh7ynnvuCZtssknMt51++umTTF2TpIuGhP333z+MGTMm3HTTTWHxxRdvuWhZ7MM7QAEFFFBAAQUU6IoCWQaK/PTTT+G2224LBxxwQFhttdVi3m3GGWechI0pZAgAIV/J6HOFAoE/+eSTsM0228Spoq+66qpW01FnsY+ueD09JwUUUEABBRRoTIFkuhmmc2b0tmWXXbZgHitXqK35qq+++ioGBzNCyKhRo4qOKPzII4+EddddN045w6hxyZQ4Weyjs668gSKdJe9xa14gi0ARhiknkowpZQoVHBMIXoTnnXdenHeLQBEi5vItP//8czjqqKPCAw88EOevn3/++VtWy2IfNX9hTKACCiiggAIKKFClQCWBIp999lkM4n3ttdfiVILJVH/5Dj1+/PhYkKWnA71LZ5999rgajRf0OmXEEfJtffv2zZtygn1pSFh00UXDKaec0moKwiz2USWXmymggAIKKKCAAjUtkFWgCHVtTz31VBzVrU+fPnEawHnnnTfvub/55ptxSkF6kI4YMSJMN910edd7/vnn43qMOke9YHrY9Cz2UdMXxsQpoIACCiiggAJlCtCuSTvq+eefH6dwXmaZZQpuyYi8X375Zaw3m3zyyeN6WeSrmDZ62223DWeffXbYeeed87bncuyLL744jho8cuTIsOKKK7ZKZxb7KJMs09UMFMmU0511JYG2BorwciPogzmqmCamnGXcuHFh1113jfPa05Ax9dRTT7LZG2+8EfbYY4847Qzr5s7PlcU+ykmr6yiggAIKKKCAAvUmUEmgCHm5M844I84pTy/QTTfdNO+8qL/++mu4//77wy677BJ7FNALNZ0/u/fee+MIcMyvmm/YTLa//fbbY76RXhBLLbXUJKxZ7KPerpXpVUABBRRQQAEFSgm0NVCECn+mjX7xxRdjPdyPP/4Yg3b/9Kc/FTw02zD1DEEiVKzTmJHbOSzpyHXHHXfEdeaaa65W+8tiH6Vs/L0CCiiggAIKKFDrAkmQCPkqAjQYSaTYQpAIwRx0tppnnnniqlnkq7744osY2MtUNkx9Q+Bw7pJ05JpzzjnD0UcfPcmowVnsozOul4EinaHuMWtagJcKBUMaBAjEoCcpw0326tUrTDbZZCVHBklOjp6lzGtKpX+/fv3KOmeOzTCXHI/tll9++fiySeaoZ/gieqPSK4H56/MNgZnFPspKrCspoIACCiiggAJ1IkAwBsN+Mx0g882TR+PPlFNOGYM6Co38xvQzjAjCSCHkzf7whz+05M3Ic7HP//3vf3G/7CffEOVMK8NUhIwaQtAJ+UJ6PbA9Q5zzc36/5JJLxmAT8pu5Sxb7qJNLZTIVUEABBRRQQIGyBGhYSKZgZtRdputbaaWV4hDgpeazJx/2/fffx9HfHnroodggwHz0Rx55ZNGpoJOEMa3MoYceGuvlmH6md+/eMS+Y5A9fffXVmO+jTnGDDTbIm9fMYh9lQbmSAgoooIACCihQgwLU1ZFnIi9F4EepIJGko9add94Zg3bJf2WZN2N0OeoA6QDG9DLTTDNNzMNxXOrlmGqaUYQJVCk08lwW++joS2WgSEeLe7yaFqCy/5133gljx46NPTp58CkoMtzREkssERZZZJEwyyyzlBUswgvh8ssvD2eeeWZ8oZS7MNwl82BddtllYciQIS1z1H/99deB3qRvvfVWnHpm1llnLbjLLPZRbnpdTwEFFFBAAQUUqGUBegMwDOULL7wQp/l74okn4nyj2223XZzqhbxevp4CyTn95z//iRX99AwgkIM8IQ0QNAQwNCaj0BHYe8wxx0zSWzTZx+effx7zhB9++GHM380888xx+/fffz9cc801YbHFFgs77bRTy9ym+Tyz2EctXyfTpoACCiiggAIKlCNAHooAD0bcHTNmTBg+fHj46KOPYgMDlfrk7RZYYIFJenkm+yZvSIDJv//975gPY2H0t9VWW61oXiw3beyDQOKZZpopDBo0KPTs2TOu8sorr8T98rN8o8ml95PFPsoxcx0FFFBAAQUUUKDWBGiLZRSPm266qaKkMbUfQb7TTjttq+3amq8ij/nwww/HTmCbbbZZWGGFFWJHL4KLH3vssZjvZNqZ+eefv2B6s9hHRRgZrGygSAaI7qLrCDz33HNxHioKjfkWfkfvAnqflloIMrnrrrvCySefPMkLq9S2vEzefffdOKrJ3XffHQuwAwYMCIMHDw5rrLFGq3nrC+0ri32USqe/V0ABBRRQQAEFal2AIb/32Wefgsmk58Kee+5Z9DToOUCBkJ6qjOxG3mz22WePAb00AjAKHMEjxRYCeQkkJn9HAZPCJvm6LbbYIu6nVM9X9p3FPmr9epk+BRRQQAEFFFCgmACdvBiNjRF38y101uJ3BPfmW2699dY4vSCV/+TjyIflG9GtnKtAwwFTEBI4/Pjjj8f84dprrx3zd/379y+ro1kW+ygnra6jgAIKKKCAAgrUigDtl1dccUUMuq10KdZOm0W+igBkglf+/ve/x45n5BU32mijOErcDDPMUFZys9hHWQfKYCUDRTJAdBcKKKCAAgoooIACCiiggAIKKKCAAgr0nmEWAAAgAElEQVQooIACCiiggAIKKKCAAgoooEA9CBgoUg9XyTQqoIACCiiggAIKKKCAAgoooIACCiiggAIKKKCAAgoooIACCiiggAIZCBgokgGiu1BAAQUUUEABBRRQQAEFFFBAAQUUUEABBRRQQAEFFFBAAQUUUEABBepBwECRerhKplEBBRRQQAEFFFBAAQUUUEABBRRQQAEFFFBAAQUUUEABBRRQQAEFFMhAwECRDBDdhQIKKKCAAgoooIACCiiggAIKKKCAAgoooIACCiiggAIKKKCAAgooUA8CBorUw1UyjQoooIACCiiggAIKKKCAAgoooIACCiiggAIKKKCAAgoooIACCiigQAYCBopkgOguFFBAAQUUUEABBRRQQAEFFFBAAQUUUEABBRRQQAEFFFBAAQUUUECBehAwUKQerpJpVEABBRRQQAEFFFBAAQUUUEABBRRQQAEFFFBAAQUUUEABBRRQQAEFMhAwUCQDRHehgAIKKKCAAgoooIACCiiggAIKKKCAAgoooIACCiiggAIKKKCAAgrUg4CBIvVwlUyjAgoooIACCiiggAIKKKCAAgoooIACCiiggAIKKKCAAgoooIACCiiQgYCBIhkgugsFFFBAAQUUUEABBRRQQAEFFFBAAQUUUEABBRRQQAEFFFBAAQUUUKAeBAwUqYerZBoVUEABBRRQQAEFFFBAAQUUUEABBRRQQAEFFFBAAQUUUEABBRRQQIEMBAwUyQDRXSiggAIKKKCAAgoooIACCiiggAIKKKCAAgoooIACCiiggAIKKKCAAvUgYKBIPVwl06iAAgoooIACCiiggAIKKKCAAgoooIACCiiggAIKKKCAAgoooIACCmQgYKBIBojuQgEFFFBAAQUUUEABBRRQQAEFFFBAAQUUUEABBRRQQAEFFFBAAQUUqAcBA0Xq4SqZRgUUUEABBRRQQAEFFFBAAQUUUEABBRRQQAEFFFBAAQUUUEABBRRQIAMBA0UyQHQXCiiggAIKKKCAAgoooIACCiiggAIKKKCAAgoooIACCiiggAIKKKBAPQiUFSiy85AhYY5+/erhfEyjAgoooIACCiiggAIKKKCAAgoooIACCiiggAIKKKCAAgoooIACCiigQB6Bd8eNC6Pvuiu8//77Lb899thjQ7ehQ4dOTK9voIj3jwIKKKCAAgoooIACCiiggAIKKKCAAgoooIACCiiggAIKKKCAAgooUN8CZQeKED3iooACCiiggAIKKKCAAgoooIACCiiggAIKKKCAAgoooIACCiiggAIKKFDfAmVNPWOgSH1fZFOvgAIKKKCAAgoooIACCiiggAIKKKCAAgoooIACCiiggAIKKKCAAgogYKCI94ECCiiggAIKKKCAAgoooIACCiiggAIKKKCAAgoooIACCiiggAIKKNAgAgaKNMiF9jQVUEABBRRQQAEFFFBAAQUUUEABBRRQQAEFFFCggwUmhhC6dfAxPZwCCiiggAIKKFBCwEARbxEFFFBAAQUUUEABBRRQQAEFFFBAAQUUUEABBRRQQAEFFFBAAQUUUKBBBAwUaZAL7WkqoIACCiiggAIKKKCAAgoooIACCiiggAIKKKCAAgoooIACCiiggAIGingPKKCAAgoooIACCiiggAIKKKCAAgoooIACCiiggAIKKKCAAgoooIACDSJgoEiDXGhPUwEFFFBAAQUUUEABBRRQQAEFFFBAAQUUUEABBRRQQAEFFFBAAQUUMFDEe0ABBRRQQAEFFFBAAQUUUEABBRRQQAEFFFBAAQUUUEABBRRQQAEFFGgQAQNFGuRCe5oKKKCAAgoooIACCiiggAIKKKCAAgoooIACCiiggAIKKKCAAgoooICBIt4DCiiggAIKKKCAAgoooIACCiiggAIKKKCAAgoooIACCiiggAIKKKBAgwgYKNIgF9rTVEABBRRQQAEFFFBAAQUUUEABBRRQQAEFFFBAAQUUUEABBRRQQAEFDBTxHlBAAQUUUEABBRRQQAEFFFBAAQUUUEABBRRQQAEFFFBAAQUUUEABBRpEwECRBrnQnqYCCiiggAIKKKCAAgoooIACCiiggAIKKKCAAgoooIACCiiggAIKKGCgiPeAAgoooIACCiiggAIKKKCAAgoooIACCiiggAIKKKCAAgoooIACCijQIAIGijTIhfY0FVBAAQUUUEABBRRQQAEFFFBAAQUUUEABBRRQQAEFFFBAAQUUUEABA0W8BxRQQAEFFFBAAQUUUEABBRRQQAEFFFBAAQUUUEABBRRQQAEFFFBAgQYRMFCkQS60p6mAAgoooIACCiiggAIKKKCAAgoooIACCiiggAIKKKCAAgoooIACChgo4j2ggAIKKKCAAgoooIACCiiggAIKKKCAAgoooIACCiiggAIKKKCAAgo0iICBIg1yoT1NBRRQQAEFFFBAAQUUUEABBRRQQAEFFFBAAQUUUEABBRRQQAEFFFDAQBHvAQUUUEABBRRQQAEFFFBAAQUUUEABBRRQQAEFFFBAAQUUUEABBRRQoEEEDBRpkAvtaSqggAIKKKCAAgoooIACCiiggAIKKKCAAgoooIACCiiggAIKKKCAAgaKeA8ooIACCiiggAIKKKCAAgoooIACCiiggAIKKKCAAgoooIACCiiggAINImCgSINcaE9TAQUUUEABBRRQQAEFFFBAAQUUUEABBRRQQAEFFFBAAQUUUEABBRQwUMR7QAEFFFBAAQUUUEABBRRQQAEFFFBAAQUUUEABBRRQQAEFFFBAAQUUaBABA0Ua5EJ7mgoooIACCiiggAIKKKCAAgoooIACCiiggAIKKKCAAgoooIACCiiggIEi3gMKKKCAAgoooIACCiiggAIKKKCAAgoooIACCiiggAIKKKCAAgoooECDCBgo0iAX2tNUQAEFFFCgpgUmhhC61XQKTZwCCiiggAIKKKCAAgoooIACCiiggAIKKKCAAgoo0CUEDBTpEpfRk1BAAQUUUEABBRRQQAEFFFBAAQUUUEABBRRQQAEFFFBAAQUUUEABBUoLGChS2sg1FFBAAQUUUEABBRRQQAEFFFBAAQUUUEABBRRQQAEFFFBAAQUUUECBLiFgoEiXuIyehAIKKKCAAgoooIACCiiggAIKKKCAAgoooIACCiiggAIKKKCAAgooUFrAQJHSRq6hgAIKKKCAAgoooIACCiiggAIKKKCAAgoooIACCiiggAIKKKCAAgp0CQEDRbrEZfQkFFBAAQUUUEABBRRQQAEFFFBAAQUUUEABBRRQQAEFFFBAAQUUUECB0gIGipQ2cg0FFFBAAQUUUECBXIGJIYRusiiggAIKKKCAAgoooIACCiiggAIKKKCAAgoooEC9CRgoUm9XzPQqoIACCiiggAIKKKCAAgoooIACCiiggAIKKKCAAgoooIACCiiggAJVChgoUiWcmymggAIKKKCAAgoooIACCiiggAIKKKCAAgoooEAbBRyxso2Abq6AAgoooIACClQuYKBI5WZuoYACCiiggAIKKKCAAgoooIACCiiggAIKKKCAAgoooIACCiiggAIK1KWAgSJ1edlMtAIKKKCAAgoooIACCiiggAIKKKCAAgoooIACCiiggAIKKKCAAgpUJdDgo5oZKFLVXeNGCiiggAIKKKCAAgoooIACCiiggAIKKKCAAgoooIACCiiggAIKKKBA/QkYKFJ/18wUK6CAAgoooIACCiiggAIKKKCAAgoooIACCiiggAIKKKCAAgoooIACVQkYKFIVmxspoIACCiiggAIKKKCAAgoooIACCiiggAIKKKCAAgoooIACCiiggAL1J2CgSP1dM1OsgAIKKKCAAgoooIACCiiggAIKKKCAAgoooIACCiiggAIKKKCAAgpUJWCgSFVsbqSAAgoooIACCiiggAIKKKCAAgoooIACCiiggAIKKKCAAgoooIACCtSfgIEi9XfNTLECCiiggAIKKKCAAgoooIACCiiggAIKKKCAAgoooIACCiiggAIKKFCVgIEiVbG5kQIKKKCAAgoooIACCiiggAIKKKCAAgoooIACCiiggAIKKKCAAgooUH8CZQWK7DxkSJijX7/6OztTrIACCiiggAIKKKCAAgoooIACCiiggAIKKKCAAgoooIACCiiggAIKKBAF3h03Loy+667w/vvvt4gce+yxodvQoUMnpo0MFPGOUUABBRRQQAEFGkfgl19+CT/++GP46aefQo8ePcLvfve70K1bt4oAJk6cGNjPzz//HPc1+eSTh6mnnrqifbiyAgpMKlDq+fz111/jM8cflummm67i51d3BRRQQIG2CfAuTvJA/LuSdzH5r++//z7mw8hPde/ePUw55ZRhqqmmiv+uxaUt51uL52OaFFBAgXoU4F38ww8/xHIA3yAWyuF8P6aYYop6PCXTrIACDSZA3jedh5522mk7rD4jfWzy4dRhkgd3UaArC5QdKEL0iIsCCiiggAIKVC9Agf2bb74J/D3NNNOEySabrPqd1dGW3333XazoJnNN5YRL7Qt88cUX4cUXXwz33Xdf+Mc//hEWXXTRMGzYsIqCPKiYGj9+fHjrrbfCM888E2666aYwcODAcPTRR9c+QA2mkMJqpYE6NXgaJqlMgWLfi1LP57fffhteeeWVMGbMmHD33XfHiuFrrrkm9OnTp9XRCTb5+uuvY4MjgWAEhLko0FYB31VtFXT7riDA+3XChAlh3LhxMT81atSowLs537s493x5hmjge/rpp8MVV1wRHnzwwfDhhx+GmWeeOWy00Ubh8MMPj/+upaUt51tL52FaFFBAgXoXoGH1k08+CTfccEO45ZZbwnPPPRfrYgYMGBAOOOCAsP7661umrPeLnEH6raPLANFdtJsAeeYPPvggvPTSS+GOO+6I+eDLLrtskvqM9kgA+fD33nsvPPvss+HOO+8M999/f6BdfOutt26Pw7lPBWpKoKypZwwUqalrZmIUUCADAT7+RIYmUfY0yrDQeE9jCZH2NK641IYABd6vvvoq9qhr68L1JRq5oxvFyGzutdde4X//+18YPnx4+POf/9zWU6n57Xm+Tj/99DBixIhYsb3nnnvW3XPFORDgk+/eI/iFPxS0+VNo4X7jfZIUyNPr0fhPIy0R6vn2w8+rGc2jLTcH1+y4446LlUpU/u+2224VB4pQMbXTTjvFxg72g9/xxx/fLoEipJH3Oe+JpDdr+vx5r9MYzt9ch0LPPmnMd43KsUy+HckxyuntS3q//PLLkrvnHqSwnNxHHIP7gnNp7+CRpDdF4ot18izgyJ9SriVPsAZX4D4iiCLphZdOIvkDgv2qsWd/7DfJc6T3m7xP+Fmx70Wp5/PGG28MO++8c7yXOd5aa60Vrr322kkqVmi83GWXXcL0008fn+8FF1ywBq9E+Ukq9R7O3RPXL7l3uablPLPlpybE5wR/np1kZKX0d4RjJ8fn72rup0rS05Z16+Fd1Zbzc9smgVLPUBb5Z75nvAPLXXguOC7fO57Tjs67l5vO3PUIkiUP9M9//jPmgYq9i9Pb8o747LPPwsMPPxyWX375MNNMM8VyA8G2I0eOjO/x8847L8w999zVJq1dtqv2fHMTU215j/d3kh9J3q3t+U7lOpEvI49basniuSl1jK78+3q5J7ryNfDc6keA54XAEL61yy67bPz78ccfD1deeWUMPtxvv/1iuT7ft7TaZy2fju+92r5nukIdXSLMt5h8VrGFzmqUs/PlC4rlS9tSD5c7wlq6TiFdBi1WN1XNXUT+hHw25c9yl6ROJ2kDac/8U7lpom7ir3/9a8xncY0L1WeUu79K1iPQmzqSu+66Kx4fUwK9DRSpRNF161XAQJF6vXKmWwEFqhZIouyJDKW3PIWpd999N2YAaCjp379/7LH1l7/8JTag1EJGqeqT7SIbEs07ePDgWHlKppvMYjKkftLIXuo6JZV6XGN6WMw///wdqkNvQs6B9JPp/b//+78OPX5nHOztt98O2223XXjsscfCuuuuG3tG9u7duzOSUvUxKSDsvvvusWdOEgzCPUeBk+CXgw8+OJx99tnxmtIYSFAJ7xgKXDQm8/ell14aR9M46qijwsUXXxzvXxYKrLxj2BYnCkQEUyTBFfx+1113DSeffHKHjsZCUNbtt98ezjjjjPh+rCZQhPucxg0aNjgvRhfJOlAkKdgzesITTzwR/v3vf8f5FP/1r3+1em8vssgiYbbZZgt/+tOfwkorrRT+8Ic/xOCb3KF3cecaXXLJJbFwzf+TQn0yIk76PcM7JZleZ7HFFgtzzjlnWGaZZcLKK68c/831LxZw+NRTT4V11lknvhM4lySghnuD4enT2yaVDaR7iSWWCJtssknYYIMNYiNSezSccTzSw31PQxeNVq+++mrs1ZE08vGtnGeeecJSSy0VVlxxxeha6pyrfhA7eEMCNagg4Bqx8Gzz3HJfrLfeerFHC/aVLrwLN91009grhuuWTCFAI9eRRx4ZDjnkkLjLYt+LUs8n143rxXuDv9dYY428gSK8tzge9/TVV18dNt9880pPp6bW53110kknxTRx//K+5rlK3sXpUbx4bnv27BkWXnjhWJG+8cYbh/nmmy+T92wyGgCVTLw/yWe+8cYb4eWXXw6ff/55TB/rLL744mGhhRaKFV9LL710bACu1QDlWn5X1dRNWOeJSfIynEY6SDapYGd0MfIz8847b9VnSiAbeYrkOeA5TRrbk2DI5DvLc8I3b4EFFghLLrlk/O798Y9/LFjZX3Wi2mlDnndGZjvnnHPCI488UlYlN8Gj1113XayMJh9QT0s155t7fuQ3uM6MnMU9mFTQ53uPJ/cQ7/tZZ501lt/J75EfIb83wwwztNs0PXxnjzjiiHD55ZfH700yTRD3bDr/z71Mmtr63NTTfZB1Wuvlnsj6vN2fApUK8P5hBCrKFJRFK126Qn1bpefcqOt3hTo6rh15hBNOOCGcf/758VLybU7Xs5F/5TtM4C7r5Zs6hHwp9W1J3Q/fdOp9KJOx3YknnlhR+TCpq6YugSCtBx54INaDUT+VLL169YplUOqNKKdTHiQPnEWnBcqf5LMZWZSFuixMqMug7ot8dfo4pJfgY+rGV1999VhnSx1HZ49+nQROU2+/zz77xLTl6/jSHs8wx6Z9iDrBCy64INaHGSjSHtLusxYFDBSpxatimhRQoN0EyABSgCLDR2PNoEGD4vC9ZJaonHvyySfDqaeeGh599NHYI5eGBzJTLrUj8PHHH4cDDzwwZtZY6FlHJr7UtCY0bh5zzDGxMZlGsb59+3boSZHuww47LDaec1/RSNTVFwomZK75c+ihh4Ztt922XRq129uRym/OgfuHcyLwgR456aABClk0olOQeeihh2IDOoExBBAkc9JT6KDXJYXRGWecMZpQgZwELPB77hPuaY5HwzGNBazbGQvBIgQjVBMokqSXAjvPK+eTVaAIBV2uCcNQYkWgCIE422yzTQyiIBgpeR9wXSgw09BJJQKFdYLFGHqXbwAVAemF9T/66KPYwH7uuefGxh0WpszZf//9Y8NDct05N/Y9duzY2Bg8evTo8Oabb8ZKChp+991331j4Z5tCBX8Ci3gncC7cVwyxycL+Vl111bgd9xxpotGZRgmCl2hco4Gb0XpoQMuiYiF9zQgKoZBAuujVnNjyvaTiIHGlUvH666+PvZ15p/FcrLbaarERvlTwXmfc09Uck8YqKgsIGCPAlDwBAVBrr712RefIfUtQGKP1sHCPcE/9/ve/j/mQueaaq+VdUM73otTzybXh+eUdk69i5fXXX4/3KMFqBFhw/HpeeH8SRMPz8umnn8ZgzJtvvjlWfPHcENCUvGt57nhv/P3vf482vE9o9OMaU3lX7ZIEItMoyPuf9wtBgLxr5phjjvjskE4aQWn8uvDCC+P0QORHCOyhgbRWn5tafFdVe53crrgA7zzeL5SDuFcJKGOE2azKQ9xLSUAs5bGkgv/WW2+NwRTJ95tvKXkmhn2mN/R///vfsPfee8cgXSqxa/VZydX929/+FrbaaquSgSK8G2iwoDw6ZMiQur1Nyz3fQifIdSewjrwFlfR0EiBvx31CAEjyHicfghXfZ6Y45J6ljM/23KuUObiH+Qa0x7zyvO9JG99S8gZnnnlmS1r5BtDwQl4oy/xZ3d4UbUx4vdwTbTxNN1egTQKUFSlrk59taz1Xvda3tQmwgTbuKnV06UtGHopRm6njYSF/edBBB5X8/qfrfqhXotPR0KFDYzmfOqVKvuHkbSlfnnbaaTFQmDqaHXfcMdbpJHVISb0OeVs6kL3wwgthlVVWiUHFWXVkTI9gmowkRN0OeVHSRgcqziupzyEPddVVV8WOKgTdUldNmmuhAwM+tNmQp+qoQJHkvqI8RJnjrLPOMlCkgd6PjX6qBoo0+h3g+SvQQAJkHu+9997Y+MrHnqk/8lUyUjCi8YSGg3Lmkm4gwpo5VRrbaLRnIahnhRVWKCttNMhSaKBRjN67LgqUK/DOO+/ExnLuN+b2ZUSBfAEcNCBTOU3BgoriHXbYoVUBkx4FFD5pdKGQlm+hoEbjCO+qzozm51x5T7YlUITzS57XLAJFCPYj2IuRPwj64NnnmSZoolRBnopmgj+YumOWWWaJjf2MglFooTDKNWcppxcB+7/nnntiQZ+RI6gsoFcGwYccp9jIHwQR8E5LRkQo9F5jnzSWUGjl3/Sc5X7Jahh6GgUpHCTBbKSHBppitnxbmcaEAAgqPTbbbLPYa4cAiFLXpNznr7PXoycJQR1Utrz22msxgIvrQCNQucu4ceNi4x8VR1xvjHjGq11KPZ80qjKKFZXFHV2xUu05ZbUdgVRUFF500UUxWI/eSIxKkLtw7xIMxnXhuvKuIoAvd7ShctJFpRw9x9ieSi2mmiM4tFigH88wDcNUZDKqCcFiucFr5Ry7I9eplXdVR55zIx6Lim5GGeJ7W873r1qjcvPzBGQSyEUQJ6M90ShfLyNukB/gW11q2GzKnwS+U5G/5ZZbVkva6duVe76lEkrAH99a8lWl7NgX73Py6gQm0yGARlO+0eQRyZfTW7e9FhqWSCuBKpQRyJcRhOmSrUA93RPZnrl7U6C4AO8/yrUEVfLNzmIE13K/z7kps77Nu7WzBNJ1N7fddlv8HleyMAoHZUZG2Ks0OJpOieQ96FzECKt0AKCjQLFAVeoXqA8g30LdYntMbZLOzxer06NMSqAMZVfqKOnwwAjrnR2UnaSfkeM6oz6D+kvqbtuzLFTJPeq6CrS3gIEi7S3s/hVQoGYEqFwgopee/jTcFcu0MTIA69DgZ0VPzVzCloRUW3ClEE1v/OWWWy7zQBEaibOeY7L25FuniEZ7TKtpVKv1c8tNH41jNJoT4EFPVkZQyBegRIAZPV4ZOpxpTqgspsE8qcSmwpvKayqt8xW8uI8ojNDASy+EzlzoVcA0XLUSKML9RrAfDfZUQtGQQiG8UMBNPjsacwkWoUGWa8goA4WWpFcsv6+kcEihn+8Hhe1k5A8qAGiwLhY4Ue57jeFDCZSh1ww9QU455ZQ4BVJbp6ChZy4BIjSqULFCQCXfy3IXzpt0UdHB8KAEUjAFT2dXMJSb/mLr0WOY3u70hOc60fjPaBQ0/pW78Ozzh57HNL5SmctoE9UupZ5PRqxgmhxGeumMipVqzyuL7coNFOFYvBMI0uJdQk8uAjeY3qKShe8DowAxohS929nXnnvuWbIXW/JdYGQRgq1o/K71QBHS3NnvqkquTVdatyPzXLUWKEJek56X5Edo8Of9S/BAPSzlBk6Qv6FRgYBL8o/1upR7vqXOj3I7eWVGaysnUCTZH/kiAjIJqOVbyzuVUXHIJ1Xa8FMqjcnv0wEMbc0zl3vMRlyvnu6Jer4+HfmtqTcnvkWU1ZMpLWol/TRSJ/lOyodZvOvKzevlGrRnfVuteJuO2hRIB4pU0pkwORvyvnT0ovNLJeUx6maoQ+HP7LPPHjvdUEdQTh0IdYd0UiWf05mBIhgwXQ6dpAh6Jf9FXVZnB2V3ZqAIHf8InCFwqJK6wNp8OkyVAuUJGChSnpNrKaBAFxBIGk2owKEhtliDHQVAoonpTVdqSpMuQFN3p1BtwZUTpcceBViG+s9qoUKFUQqo4M3Xazmr49Tafhgyn2GX67nnYyWmzC3K1AAEKTCtARHm+YZkpJKfBmCmJaGxnHcO7xtGa6AASSAJI1rkW954443Yq4CAlPbs/VjOeSeF7bZWemcxoggV/zTE0pOYQiyBNATyEbRT6cL0FPTg5xoVa+inoYGpY1gqLRxSYUCjL71EKGSus8468boSOFFoqeS9xr3ICAQ0StPbgx4sVExUuyRD0FJRMd9888WpOsodqSl9TIKg9thjj3DLLbfEntG8Fxlqtd4XKin+85//xJFh6O3NiBE0OhWa7zj3fPlGEJxEAALvjix66Zd6PrNqrKvHa1dJoAjnl65YZLoD8n7lLuQnnn/++fhu4m+eIe6LSirpk7mPGTGhHvKcnfmuKve6dMX1OjLPVWuBIlzP5J3GvwncJRCgHpZy38XkGfiuVNO4UUsO5Z5vqTSTVyO/TMB1JYEiyX4ZSp33MVMP0ruXin7yfe0xlLqBIqWuZja/r6d7Ipsz7py9dOS3pnPOsPqjElRPMDDv6loanfbtt9+O9TF0SshqdLpK8nq5ou1R31b9VXPLRhFoa6AI9XA0klIPV26gCHUo5FOYfpeOqNT3MLpqOUEiyXVhRErqUOiglfVS7ogiHDddfqbDGmXieeedN+skVbS/zgwUSXtUWhdY0Um6sgI1JGCgSA1dDJOigALtK0AGjGkU6OlMBm6uuebqMsPit69c7e29moIrjbU01rfHVB5kYBnmnoJ5owSK0LOeShIa2tsj+r327roQqKDkOtPTgMITI07QqJ670DOABj+CzVZeeeXYiN+vX3AhSEkAACAASURBVL84kgDTG/C7fEsyPz2Fku23377TCUo1RJebwCwCRQjOoSGWHreYY8uUKNUufA/ofbXmmmsW3EW6UaqawiH3ASMMMLoMgS78m9E/CjUgV/JeI+gID0Y/IOjojjvuKDo6SiknGlToQcLIGQyZysgg1b4rCZSiFwpBZIzewv3e1tFOSqW/vX/PNC6855mvmF5GjBhDxQn3ISN2lFp47hnNisAjAk0MFCkl1rbfVxoowjs6Gd2F9x7XqNyF55xRjhghhkAgnveFF1643M3rcr3OfFfVJVgGie7oPFctBoowTVQy0gb3IN+peljKCZxI91o0UKTpqqbf49UEirAPvru82wnkmGOOOWKjx4ABAzK/bQwUyZw07w7r6Z7oGJHsj9LR35rsz6D99kg5nfcznT4YPbGWAkWSDnE0NHdmoEh71re135V1z11FoK2BInzLCfYnUKRXr15lsdBJgHoPOpTsvPPO8fnr7FE40gmvJFCEjk6UaRnBj/oN6jkYbbMzFwNFOlPfYzeigIEijXjVPWcFGlSAzBu90JnnmuHYyQTSqE/kbyURvw3KV1OnXUkjRZJwGoL69++faQUhFQY0NtP4S+MomelGCBShEoAG+yFDhsRRExolUIR7iflO6SXACAEEnDHaRr73R3o9AkoGDhwYC5007i+44IJ5nyd6KTFKCQEFxUae6KiHsVYCRZjWgUI3Q4cT7IXjEUcc0e7BB20NFOE6sQ96eDHyBwEdhaYsYt1K3mvpynKCMB5++OGq323sixFWuJ9pSGE0kLZMe0Qlyw477BCDVxiVhHfv3HPP3VG3bbsc58knnwyM+kDegdFcGD3qnXfeKWvaH74TzPNLEAGjBDFaBYEiuBCcU+1S6vksp3Gy2mPX+naVBIrwfuG9m4wQxRRDvK/LWbi2TIHB6DnkBQ488MA40kGxqQ3L2W+tr9NZ76pad2mv9HVGnqvWAkWS9yjPGkGM5AkYbaIelnLexTTOMvoFjY8ExFQyrVmtGZRzvuWkOYugAEYIJe9I0CoLI561xxRfBoqUc0Xbvk493RNtP9uO30NnfGs6/iyrOyIB/zzndJL58MMPa25KR6aKYITJto4CmtapJK/XnvVt1V0xt2pEgSwCRY488sg4DW85gWAEVjBS6IgRI2LelDLhhhtuWFP0lQSKfPDBBzG4llF1k85u1A115mKgSGfqe+xGFDBQpBGvuuesQIMKkJGjMeySSy6Jc9IzHD6FPXruzzjjjGGKKaaoOGCEBgYK1eyPf1ORmYxawf7IMOY2IrMeFYL8nSwMicv6ycI+WSe9sF8amQr1zKYA+8MPP7QMW84++MNxGDovX8MF6abBm7/5w0J6STdD8xYzYX2Ox98cm3SxDcfJN60Px6GCh/2Tnmp7q5PGSguuXBcqBmnkY+qAYgvnk9ixHedFWpPrmWzLegwRyNQKDGe8yCKLxAre9PB8bMPoAel7oFRPi/S8wBw/SU/y83zO+LPf5FpyPK4FQ9iX6snPMbiOyb3CtSPd+a4jx+G+pLH7mGOOiY3fF110URg0aFALab77lHuQtBUaUj9JfxK0lXs+SZrKmQ+YY3E+HC+5Lzkf/hSbbqrc1yKVQzvuuGOcM537iSk6eH/kLgy5SoU0VqxHD58333wzuhVqRGR47AceeCBWaue7bsm9wDkmz2uh+7PY+fAc4sG27IeKdP7mnknfr6UaopNjcA+l7z/+n36HUNjmvGmIZbSKSpdx48bFBvWHHnoojsxCIMNSSy1V6W4qXj+LQBGCf6i0oxcrC0Pl45Dv/YdT0kO6VI9inkMCirj/GGZ45MiRVff4IGiBIMpXX301BjFQOOjZs2fFXun7gUBMrjnLzTffHKfJybfwrCb3cPp9l3xXkm9KOUPFV/pNquQEuRdYCHwhzVQinXXWWbExj+FmGaGs0EKACT1zGJKWd2YSKMI3icCCYkux70Wp57PcxjrOh/ux2LeimrxO7nll+Z4vde14p2FL8BPfZkbeyfft554jiJh3OtMJ8S1jbvd87/R8x6TRgG1vv/326Ddq1Kiw7rrrlkpe3f++Pd5V5X6XErwkz8u3nvszyffwfS2Wv2T9JO+a5PGS/G6xZyBfPivJG6bz77kXl2NwPyb5l9zvJeuzPb/PzaNUmudifco6eLC/tgQsdVSgSPpeIuCRkR/zLeQDyFOR92IdynIEfxdaKi0TVZIXzneNk/xZukyU3B/k7fhW5BsVI3m3kmfkXcLIcwSrcY5J2YH7k3JibnkyfS+xH8653DJc+hySMiD3TNqBf1Ney72/832r03nRYudbycsvi6AAjkcgP3lwzpOesXwPCNzMt1T7nLdXoEgW3962vINyjdq7jFXq/qineyJ5lnh+uK+S54y/0/VFpb5ZiUny7eLv5DnnmS1Vn1LOu7DSb006TZwL59gRdRYct9q8fvJuTt5n6Xc29zWOXIt833Py4kztQrmGTkGrrrpqLCv17t275ZblWpQ7VUXufV5t+T75BrA9nVLojELnHb6r6XJcbj1jqecs+X171rdxjHT6k+vDz5PvCdejUL6MbXkWkjxgUq+arn8op94ny3JoFt/k3DqzdD0gzynnlJSNE5t8+crkfi5Vfi5VR9eW61RunWq592M567U1UIRRIqmrolNSOYEijFDLtNTUD5JvYwTa3//+9+UktcPWSep3kmlSqbfON7ot9wLpJwiba8foqXvttVfR+oFq80ycPGUj7lP+JHkL3rX8n/Qlz2++QBHuefIDPL+5S9LWUKjto5L2i0qmnim3XJqvnYdzSKcbfzqgcJ7phXOqZGrbDrvJPFCXEjBQpEtdTk9GAQVKCZBRoqKR3loULFho2N91111jr28aB8oZYSTJnNDAwMgBDPf48ssvxw86DZlUQJFpJMNIITJdyGFofyoDaZwjg0Q6cqc1oCGUXnNJIYhMyqyzzhobI/L19GY9hsan0ZBCLP+n4ZCh0EkXjVr0VEvSkVQm00uaxlcq9TiHpHKZKR1o7EhM0q5sy3nSkElhmUwnjV9U2K6yyiox8IYGmXTFBdtQMUcj6EwzzRR7YacrQUtdt9zfV1pwJb1Dhw6N17nYiB9UsD/xxBMxrf/4xz/ChAkT4sgODFPMKBIMeZ2cF2406JN5pdGWzB0F8XShdIMNNgjnnHNOS2EdX64JaaDBMXfBiV747I8GKxqZmRKCRmYq0Glw5P7CmUZi7l3un/feey9uN2bMmDiCAQFFyy+/fNhzzz3DcsstV7CxgEzo+++/HxveKVgxPcLMM88cp+NgihVGAUhXTI8fPz4ceuih8T5MMuccK10IZdQEKiuS6Ri4F1988cUYmV6oUZSe+QTZsG/uUaLZea7YhmeVfWJJYYXCV6GCP2l67rnnYk99HGhYmGeeecL6668fPfEq1qBTzn3I+dAzER8qhLhXmI4i30IDMkNQUnnEdeM5LzRSA/cGvRF4LnLXSZ5X7k2G0cbz2WefjYfkuWN9GuK51gx1WaxihOlzCFTg/cK2PPvnnXdeuOeee2Ivenrpcg+wlGqIZh0KO0wLwwgz3H/crzxvf/rTn+J9Srq4H6i0qjZQhLmy11lnnZgm7k3SVW5DbjnXtNA6WQSKsG/eAQQJsFC5iEdinD52JZUbzKHL9BhPP/10DDy48MILw/TTT1/V6dKYzruChetEMEtbR9niuSD4hCWpcMm9L7nnCTQj0GWZZZaJ7xTuHwJL+L689dZb8edUWPCMFQs0q/SbVCkUPfV4zyXvbd7/fOP5RhQbWYjj8GxQKcF7KN34Wup5KPW9KPV8lhMoQrp4/vne5/s2tiWvk2uc1Xu+nGtHupkiiD8suT30eafiS+MseSYseccQ+Fms8Tn32NyvXFcqCLmPG2VUsazfVZV8l7gG5J3Jr/BNJR/LN5H3H88n+Va+PbkVadwTTNnFs0z+mHcMx+W+J2/HdlzDfN9PvnPcv7ybyJcwqhB5HwIWyRvy7WSI6nzvTSqdqWwlUJ3vM+8Mvrc0XpN20sWUVPye0cbS5YVK81zk98ln8TeB8Ez7VW2ep6MCRcgnJVPt5Y6yhA3PKXlhArgoOyy99NIxn8LfhZZKy0SV5oXTxyV9XFMaC5JrSt6T9whpZPQp8um8X/IFilCOJMCM7Sl3sC73SboMla9RknuS/DvH5HtEGZDjcl9SBl1ttdXiu4k8c7F7gHchzwLvyMMOOyyeC8835UncTzvttJZvOefd1vMt5/2drJNVUAB5VBpPOU8Wzo1Rz3KXtjznWQeKZPntbcs7KG3UEWWsUvdHPd0TfG94VzElAXkNyvHk2Smncr9QtuUbknyz8gWD4cEzyjXk/qWszH7ID7MtZQt6fRcKFin3XUj6Ki3fd3SdRTX1T8n9xLaUJbkm1AfwrFMPx7uX4Dy+d0wZSNmY3+dOOUG5jTosnMg35OsIRP0idU2VfHPbWr4nL0SHFL4fnAffAeoxqZ9I50dyO/WUes6S37dXfRv7T75h5Ieo3+C54F3Nz5liljoNnp1ll112kvubbzZ1YlxTOtiQ56FczEIdJs8EwYHsp1gno6zKoenzacs3meeVcgXfdPJy1EsSxE7Zgp+RD6UeFRvK7bwDuIewoKxJHRH1OpwX+QA6qlBvUqhhuZw6umqvUyV1quXej+WsV0n5JN/++MYwtRS+pQJF8KPTCPltFuqZCcKoNmCsnPOrZh3eW9QZUX7JzYdyDkmgEc8g08689NJLcZQU7sFiQQltyTOR18WZcht11ry7zj///FjOooMH9VrJ9N75AkWov+CdTEcc/p10luX9S5AcgT68z9PfgGrqisoNFKmkXEo9OqO24Mdzwveb7z/p5htC3THtMtSh8u1n35QNeZdRrqNuoy0dAaq5h9ymsQQMFGms6+3ZKqBACLEgQWGYXml8eJNITYZV4+NLEAcZw0IFPdYnw0XlGcPL8aGnAopKQT70fNApJFA5wAf95JNPjhmgpBCfVFYzBQ6VxxRScwNFuFAEC1CgJTNBZo2MGv+mATa9sD8qHFiH3g5JBDQBDgx3T687RjRgqgbSQ4GC9ciIkAkhs0EjPOfLiAf8n/Mi80JjOMOoJxYci8Y7fsZCBpLeWcl5U8l76aWXxvOi4jupcKdQTYb7uuuuiz+j4Y8K32ozOemCK9eRQmShhcIkFbGkmQb+QoEiZDBJNwEXVEizTwwIWCCtVBpwnWafffZWh0oyr4xQQ+Gkb9++eZNCoY2gGgpt7D83UARb/Ln/qDQic0yDRvJvGimTESlo5KBBg3uLxkAKjVRs8DcZbyp8aZwlo0+BhXs0t0cG61EpTXACzwMBClhx/bjuNHxw7+RrkE9nmtnH6quvnvecOScqnal85n7MN5oEGWQa5wg2osKLtNPIkwR18KzhyggF3Ps0yuZryOMeo7BGhQnrUjDm/qJQzf9pkGH/yb1OgqlEoVK9VG+s3JPj2d1iiy1i4b3YMNYEvFAZTeGdxiQyXdwn+RbOn8JO8qynCzY8rzyX3A9cGxoeuA9JPz5UIFDYIjiHe4J7PF8PHO5x7mEKgTyrBCtQyUAFDe8z7jEMCa5hKdUQTYGLRh6CC3CloJxMMcK5sz3Xi2vM6DulGsbzuXAP8ewmI21kOaRuqQ8ilbJJ7+Z87+hS2ye/p2DO+5BloYUWiu/XfNMPpSs3ig09nwQQUJDkHucaJEEZ5aYpWY99Ycs7joV3NO+cti7pIBt6uOX2XuE7xPuQShWez2Q0JCr3eEZIF5VlvJOpBOS+5trn3tfVfpMqPT9cGDWEoEEW3jc8i7wv+b5Sec/7N3chj8E7lncwjQLlBoqU+l6U83yWChThfc/7G3/Sn/ttbGteJ22R1Xu+kuuWzieke+hz3p999lmsTCWfRqAl+ROCaQu9nwsdlyDO5HkhmIn3RKmKxUrOoVbXzfJdVel3icZrnjvyZuQtCPIgf0x+Lcn70ChP4EW6gpP8ND9LRoIj78o3jG8h7xfyHVRS5s4rzjNM4Bv5Id5XBFURlMJ9RIAK32byfTxH6d7FXDvSxP75RjOCEO80vgF8q8mP8x6hDMC9Sj6bBux8o2WVm+eiMYj8Ne8Pyh0cO/meV3ovpd9VbZ0mq9ix0/cSQZVUZlNOSBpHyb+Tj+B5JSiSfGRuPjy9/0rLRG3JC3MP0EBHMD75J9JG3p5ryX1Kwx15M/KhBHHkCxRJ0k5emZHTKNOUGlGMe5JyAPk2KtTJhxKUkjwHlO2wpGGJQDga28jr5i4Y0zBHEDb5Qb7VlIVp5KCSnvuW3/HzZAS6rM63nPuR+578KnnnYnal9sVzxnNBXoklX/BqW55z9plloEiW396s3kEdWcYqdj3r4Z7g+pHn4d1GuYd3PlO1Ui7l28Fzx3eI7wrvBwK+CJZLviXpBn72RQcj6nZ4p7MeDUqU23g2eW/wnPK73KXSdyHbl/ut6eg6i7bk9dmWdzBelJ/5JvI+pu4iCdrne8e14B1BnQjv9HwNpEm+mjw9dUq5+YVS76L075P6uCzK9+yXYBa+n1mWk9ujvo20Jt8wyngEPfBOpp6I+4+GYvx5Lig3kddL133yzaY+hG24RtRFMmJXki+jUyDlLuqD+HaR7yNvnxvIm1U5NH0+bfkmJ+996qoI8ORepU6SsgXnT56RoHTqzDg/bCjDUN/C94d3A9txXuRNefdQb0wegLxybp1rOXV01V6nautUK3l+Cq3bkYEi6dErSQ/PS1JflcW5ZLWPdP6Eehby1HRATe5d7is6DXJf8X6kLpJAq2L1o23JM/EMUzfGu4rOSeRj6fRGBwDKStR3pwPCC009Qx6ctNPhhXoayvLUh+V2KmzL96OcQJFqyqW0F/HtJm/K+4syJnWo6c4KSYdR2mxYh3cD162tnbmyuq/cT9cVMFCk615bz0wBBYoIUIAniIIMPRkMMrRJwAgN9GSoyWhQsZb7MaaBgZEkaHggo0UDcL4PNgUVCihk4ClMUiDN7amYFMCKNUJSUCIQhePm9lYl3RR2CTwgc0cwA5mJ9OghuQxUClKpSMM5FYG56afinApGCsuMWkHwTNI4R1rYlkwkjcO5hWjSgx0FaUbOoHKEBVu8SFsyokix3oClbt50wbVUQz/HJkPKdS3W25dePjR2U0GQO/IF50OBlOud25hWat5Ejo8Lld3YUHGcWwlM+rhPKMzhRgMG1zPfPcP1o4KCCmAyjayXjN6RdiPNNGCRWeb+Sk+NQJpofKWhk4aRdNAKhQn2T68EenlQsZW7pDPNhSq0OSd6OPCM0UicGyRA5p5gKO4zgpgI/uC60giT+5zgxzoEMVCRQ6E/vdAowr2cBEDQmJB+Jqng5JqSCaegTSU+lacUmimEVzoXfHrqCe6rJHAnXyUdhReeRyqjqLTIN5IM14PgAdLDPZhekueVwhONSPm2Z32uN0FGNFTRWERPksQAaxrJkiAaglIIdOE5z9e4nRy/WKAIBUSuLY1jNLJR0MlXCUGQDI1rnEc1gSIch+vNfcqSZQVYqfcMI6QkQVBtCRRJB01wzELPTLpyI9+zR+UPzxXvboJyqAj6//buJWSe7Cz8eI+gIDqQiAiBCRGJEiKjEo2KF9QsIgYhKrgIeEESoguD14UomomCNxDdKS4UQReuJKiJKEFxo4Oihqioi6hknMSlGxURRj7958y/Uunuqu6u9/29l2/BkJm81VWnvuec5zy38xyOT/Pm0jKU07msbacSVJZ4zeXPmFfTAPqQhxzf+tX4sM5wCnJ6zS8BL5U7BAY5QedHvFy6Jp3zLe61fknumcp/zkuOPDLF3PTvc13AvNX/HHj+tpQosma9WDM/h0w4dNyBcaTftUsfWN8PrY1b6Dpbyvlz+2xJT8Da2iGJy3zSv+eW57bu0IlcWwQOzv3GJ3X/FrLqknXJus1JTj5az+lK84uzU4ImvVvgfcxJ/z9ZYi5Pzw8f6y9dhF0wTfQxV8h+wQxOk0Prr+QPu744KNkGEgbGLmG7Xeke3iEYRJc/tE7S4+hjZKF3ze9Zo3PhQN5ogyRWzmpj8txE2MFzKqvWHJN16VicjiXr2KFjTvB89tln93q4RBrBuUNHY55rE12jC/utRDv6jcRyeu6rXvWqT8BA96EfCdicSnZgl3ICG9enEkXMG2PVuLJbkg52aP33PGNAEiA5b1yMqlzaTreyDhuXdENtZ0tOj5KcfszW37tmvLBHsWMXXZMoMtdz5nrkpfN8+g3TQIx+oV9bTy65tlh7t5RBt21jnWJ218eE+cnG0v/msgCvRLtjRxFImGa7qhIi+ZuNO61mMRJZJa1bI6ZHTbC96M6CeuTANJH6XFk4mK9Za27bZ6Ftl+r6dAaVuYZ/hXzjvxo71adjTTKJNZpcJK8P+amGPbeFLbqFfT9tvzEkCLxF28Zzl/To+Rqxxt821jDjXlIv/WdaZdNaQ6+SHEWOsf9Hwqv/tu76Ruvu/LejPd7hb/xu5pUNJyMRfGs7dIs1eSSw83PZuGGTln/ni57rgwLM9E02Md8Z3yRfxSH7U+LQSAKYVqtd8tHheE0/XepTvWS9nP/mNhNFxkZIdoKL/41OeNeuqX4yqlccOsrQuGAPk4MS4CUNH9p4dqnORJegm0oSIZP5xvkp6KmHZPLcHpEkoX+HnWYu82+y3WxwPGQTXrN++O1Sosg1dinfPzuNP0+C3NiMNB0/eLF9JJse2mR218Za7XkYBEoUeRj92FdEIAIXEhDIplwI5lKkpxVGJEgwJqc7BCk4FHfJBJxXHNbHyuFrkuALR7WdHhx78yDXmkSRodwxdKfBHE4AuyoFa/3Nf8vIFbQ+pkhQZjgOtZvCwSm4NsA4yjP6fk47JTrnF8XRMwWEvYMjc835oOd23zmlMHGRZcxgZFQdqyjiHn3FmSqhZVq2kyJqnFBm54rsUqKIZAjMVIvg6MBx7gQWwNCPjhPRR6eOMvB77Vs6ymO6g24edFaFgiHDGSWYMt1paA4wEsyJY8HxNY6k+TfNkwQYkYxh1Xd885Jjg9NGEgXHgkDKNJigyo3EBwEa/XjIISfoz9Fs7jKw7eRyr3aNY03OGYd2swgM283lOzA7ZEzpa4kr+p4zj1N+Hghh5JgvZMrI8NcWxoHf6AvfPHUSzts6ZJP7vU+/DtmlDYwMzPWvi+w4VHp7+txTiSJ4MiQFzgRLjyWcTHf/XZIo4vfkiHe4lsbJtP1jV984ZuxU/+qTeanerY6emT6HPOTMOxRwnDo3zD0OHm03P/xjB6KAjr7lLMeCk/jcKghTDnO+ApvmybXX9Js5Zsk/8oY8NJ7JY3NilL0/lgBlbki4xExS13S3/W2uSfqD03i6flh3BYTsALd2+K7pmeDGHxkjUDDW5KVEkTXrxeibpYo/xyqK0HUEFchAa4EA7DxRZCtdZ0s5f+6YXNITsOacoc9IHuCYtb6Q68eOEZm3wTo8do8dqpxzbpvvy/1byKpL1iVHvpCLo/rfIV4S6TjeONw4H8c6OPqK/NRX9IXhKKUn0rv8bqrzq+bl/yN3yNpDa7zkDPoU56sKMxz3Khcaf+aVNXcpyE33c0wIW8HaPC97v0bn2nrsTM80v2TtXtue+ViiV0wv/PAkg0dVQv3nH3N22ofn2kTX6MLWL3YURzfb4tga5lu0XVWPU+NgbR+r6EHflViJxynnurEpYdy6o40SsfFiH9A5BbLZmPQLbWPnTHXQaT9s/b1rxsdWx4zME0XID3bZKA9/6TyffsM0ELM03099+1Zr75Yy6EnYWMcY3fUxYROHxCwVPdfIft9pA8k4DmWadDzGArlmMwEfz/QaRzzO7aJL/EPjuWvk0G37LC7V9QW6yUhJO5InPedU0j85aHc72TBPKB18tkoU2cq+n46Hrdo2feaSHj29d62/behx1l/BUdXc1l7WNGup9Whp3fV8st476H1j49uWdqh2b7EmqxBEz+JbIjckuLDTjiX6sqnpnad8Isa7YLwkGfqt7x/Xko/Ofdf006U+1bXj4NR9t5koMq0Ep018/cbnXbuW9BO+GN9i/LGbbCaUfMQnruLP3G95qc7keBkb/2wSMs6NUX7RY/bV4HjI1+63vot/yIakQ1Xz/P7S9WPEL5YSRa6xS7XN/JQUJ/GTL3keN5F4at3iC720EvtdG4+15+4TKFHk7vdRLYxABG6BAOXIIsw4lN3JWHRR2inrQ0Gyy4DTzRl+gu/OgD512S0ggGSXtl0iAr1TBeCaRBHvpWQJ+shgpmB416HS2aONDGXOCIYWRfqcIwbsaqH8MkTnAdVDDAShtelUIs2lXXuO4eodAnoULAkWxxJFKMeqqzB0JRNMjyA6FBw4pbzOv0s/CZhxQDAo54kinBnaqH0U9KUy3xZvxuEp5/0pxZZzSbCFEepb51nlS+NyjSNp7KqSRKG987YKovpmbTBmlxIATjlAGBwcswItgn6HAufDyDB2D1UmOHcsTo+e4OTw3nmCCjliJ65AgoCRANKh6iNkiaCMRJFpXxgrdkArp3rISThvM7kkmcZuEw5/AU+XviDjOCMZfQwNCQeOL1pjbM/7Rv97jsC4xDAVU05dYzxdEmyaJkZ5xzk7NSUCSgqy+8h4YwibiyNxxFgYRhfOylxOA/3ktmMNXNdUFJk+R2UMSU/OUJ5f84CZ/tPv/uF8dqkUI5job3YHXZuIh4v+IXtc5A/Zd+01/eZ5UMa8sJvEuBHMOLV7+pSsuc01ydiwW2W6fowEwhGw1E/T6kTGH1nDmTfG2VKiyFjXT60Xo28uTRTx+3EsgnXRmJ8nimyl62wp588dk2v1BG00XvWT/jmUJHzs3ZyhI7B9TXDw3G970vdvIavOXZfcT05JmpTgfEovw0dQbbpLjQNXYF8gXHKPssrGPv3+kBw1LjjjrX9LletGf0i0G0chWoetkRz1qtZMd8HN+28p4XiNzrX1mJieaX7J2r17yfl+y61a8jvU0wAAIABJREFUShSZPsGxfyr4mK90HVU86F1DbzrXJrpGF6bLScr1Dx13qjvMv3rpGDD3r+njqe5lDHMun5oH1loOePanqjfG89iJKVjGRpUwIjh9qCrB9Du2/t7lkfH/kqUl72n3NfJ1+hzvFcgfx6peO8/HdywFYtZ8r3u2Wns9aysZ9CRsrGO87vqYMJ4kdUtuJzeXZL/v9E30YQkh04RT+jFb3ZplLZsfa3fKLj5XFg7ea+TQbfssrtH1tVUiJl0XryVbbsn/sVUyxlb2/XSebNW26TPX6tHjN0v+tqHHkb9sKnrZ2uMa2fDWMn5ZVRrnG50OyQxJQtaQL/3SL93rYOPo4q3s0K3W5BGo117MBc/pjseucaTtku/smP9lyUd3TT9p86U+1bXr5Kn7bjNRZL7Z5iJdeYuPXnjGOfoJPzjbhc9aVTR+TPEFyfWua3SmcaQkmWwe+99j1aunnzS1kchw+rZqXHybElpOVU68Zv2Y6+bz9eNau9TzR+Vc1cGt8/Mj30dSzbzi9C0Mm17xiAmUKPKIO79Pj0AEPpEAp5nkBkFWRrYSZhyJgnOuUbraYi6wcqzE2Xjy9OxCgUhOAEHfcS0ZpO47VlFk2vpRbnLJkTbOL7VbkWI2HNprxoJ32I0mKCJoNnZirfnt1veca7gKNgsuaP+x4Pgo7SZpgZKsnziA7SYVcDgWmFhy8I9vX+N8GTtel8p8DyNoKVFkVGKYKraC5BzDApH+d7obESfGs3b455qKIuO7l9q61tg95QAZwbpTO7pHPwl+CNRPz7u9dHw6ekJyEaaHqsB88IMf3CcpcNBLnBIQn1cfMS4kyzDCppWAGGIS12SXT4/uONXW6bFBSpjPS9hPAz+ngvPzvps7IuwkkGRm57YEhpFMcaxt1ySKeKZdr9rAwFR+2Zh69atffVa3CYo485TjxU4x11LVIzLezl3XknPxVGM4wji1XJILJYIdKlF/TsDsrI9fuNl7yTl8JY6Z+5ceVzBeNQ2gk1OCWvPjoCRGYXNposhtrknmovVjnmg4SlWTT5KSODGtjeYv414Q+uu+7ute7oE1iSJuXrNeXJMosqRbbK3rbCHnzx3z5+gJ+st8lwzL8WMOjGNETr13VKqydr7pTW/a7149dITSuW3f4n5jiC5z7JK8JJH3krOOt5RVa9clwTf9Izn61DGCx77X762LxjY955lnntk/j4xX1ty8nSaMTAOSa9bLQ+8dydnOnb5viSJTx/JNOr/PHUt0Dv1mlx29gMyd7yRcYxNdowuPYzYlykpe8s+pebRVoojKDnSv559/fj+eBJGXrmH3kUuHjlMY+smpgNNNfO9Su/3dESz6WuXBJfv21PPIGLYrfdwct7lC0phri3k+XU/Z1te0deu1dwsZ9KRsrEN9el/GxFru4xtHhQA2At6O4pDcL5hmB7bExiFj6CvWMAlzElFOzd01snDKeY3uOe6/DZ+Fd12r608rKyzZckt+uS2SMW7Cvsdpi7bN59w5erTfLvnbphUYHJ1q/V67oUzim2NkVAjRrlHN75Tsl5AjIUV1SrLVPBrXtPLupXbo1mvyWK8PVc+dfufavh5z9JgOd8xHd00/jXVVJdtzfapr9IKle6Y65SXH6ZKBxiWbfimJyXiXsMuP5/LN/vvaTTxL33ju389JFBn9xwbWf/xt9MRR+WcLnWl61OKSTNae4TuRRCGZytrIx6I67TRZ/BCXa9ePUxsvr7VLtdfGHWu4qrn+cXzYuNgp+kA84li1v3PHQvdHYA2BEkXWUOqeCETgURHgEJOlLpPWAq2UtAXaJYmEwU5Zoog6v2/pGkaWXeCM/+nxMxR3DsZTStKaRJE1TkjtpMhSYiVLnOtotzvGTr6l7PUlHlv8/VzD1TspipI9pkcXzNviOAfOGkoo5Y8jRtDoG7/xG/fZ/bjNd+9tmSgyHLZLTvml5AvfxRGhzf5ZUsJ9I0VYpRnjXTsEY24jUWStsXvqPsE6yRQcZto8LR0/+li5Q2e96r81SV5rxinnszmhOodqJtNMcGNHRr52ve51r9vLFBWFJDpMq48oWcjgkdQzHVuSzOx6ZCBwlHvW008/fbJZU2NGxYl5Cfupobgm8HUsEC373ZwwRtY859pEkZFtLzAkIGRnK66XBDhHNR4gl+bF1NmwVOXnWMdYQ+zolZTi0s92Uh0qHznKSK9p25rxufYeFW/MDbu17czA5Zpgt4QT69oomysxR5LF9FrrjD51322tSRxBErwkhc0TRaZlQ1/72tfuZYtEUoa/48Tmx0ndl0SRrXWdLeT82vE87jtXT5AoLJhIpim1u6by1DjagRy3U9EcPlQt6Ny2X3v/KKEuqZcucOiyg1ky4Von/fQZW8qqteuSxEvrmjXgXP11tN2aJbhPx+EIx0mCiOdKIpTQMdYVu9CMB4kJa9a5Q4zX6odL962Vl9eOm+nv72qiCNkqKZgecCz5Ya1NNOe1VhcWdBKwovst6evesaY9a/pYcu6b3/zm/dExnOR03qVregzcoeMUlhIOPf8mvnep3f5+bnDj2DPtWqXjqNAgQUzAcNiCW8xz71VBTOKOZJRrEkW2XnuXZMtgduq+J2VjHerP+zIm1nIf3ziOV6U/ssMPVT+lW/NRWcccecjmZB+d8suskT2X6OZ+c1s+iy10/aUEkLneeMw+XKvLnpJvN2HfT9eZLf105+rR2nHK32ZeSM5VDWDN2jnlqNqS39K3JfupArh0TW2u+SasNWuu55+6b+s1eSR2LfXh2nG4NEeP+ROv6afRJ5f4VJf6c83fp76bY0dInXrOOYkinsMeYSvwB9AB+O3mx0euafdN3nPJuilp4a1vfet+E9F089kWOtPScS5zFmMe81ONzTjkqE12dCbHXx/zCV67fpxq6xZ2qW/lF2ZT2KxFLo7NWmQe+9Nms0t8njc5pnr2wyZQosjD7t++LgIRmBAQsLPIrtkpLWudI1Ip+amxKPBjd8d0x8cS5JEMInjA+B9VSDioPUvp5NtKFOEgl6WuQgZHvwD22mtkpZ+q2rD2Wdfed4nhOn8nxZdSP0rpTf/OCauEOCeMbHTKqP5T2WBekUQCguN8HClxasfoGoN0TQKIdq69b8kxIoAkq5thqorOa17zmn3lC2NSwsyxcXlONvlSW9cau6fuE+DTbo5ayVjzc5x9p2APg4eTQfBM0tAW11DuGS7mlAQGFyeIXfSSQySATCsPjOojghIMHLtd5glMxpxsfgkma49bMcbMb8rdN3zDN3xC0szagNzgciyAYIeOhBdzaE0A7dpEEfLYziOBW31pRy0uhxKClvr0nN3L03vn5/suvWf8nXHLkOXMJWusKcfKR04DOpcmpqxt1/Q+Y41xKhnJvDCOBTouNUrNQ2OW49vYlrA03wmxRh5q46n7bmtN0gaJL4z4Q857fatq0AsvvLBPMJWcp2ITB4JEsinH+5IosqWuox+3kPPnju1z9QTrPjlj7kkCVjHK8U6nLkEbiWAqzoyjiFTnuXTunPuNx+43pyWn0WHswD50OWLq0uMBt5RVa9cl647qVa9//ev3SQLn6K/z75fkKVhM7zFP8bJ2Cz4IJLscBydJ3FpOR7LmnXutDRYu3XeOznVuG4/df1cTRejtEt6NXZd5KlF3ep0bHD1XF8bGus5OWBPsWtOeNWuiSiLGKZ3IGfJjh+epPqejGbtkEp1mfuTomkSRm/jeNeN0OgbtstRWttY5Fz3b7mBrMwYSRgQORnXPLea59kzX9kP691Kb+QT4J8bRClv4GabtooNdWtXoSdpYc273ZUwsyfT5d43jGh1fqJ8OHWUqMZU+Tdekq6juyPbdMlHknLVmyb4f37j2vmM+iy10/SV/yGjr0n2jn5YC+afm+03Y9+fo2UuyaPr3c/XoQ8+e+tumCdkqL0jQXasvS/Szfv3FX/zF/rg0Y3/p4qOjx6nwY/MCfX1ca9Zc9566b+s1eWtbaWnuHfv7Nf0075NzfKpL/bnm79cmsktG5i+XHHHqSMHRFv49+iBdi/+Rr//zP//z1zT11u65JFHEnLFBxrrDz80vLAFmC53p0kQRPnj+P2OK/GDDSaKwmYdP8JAsuXb9ONXWrezS4SPmJ+SDYIeyS1TTswllWnH61gZNL3rUBEoUedTd38dH4HER4Ey0i1sAbM3FOBIcmjrWLNiCzRbsNYkWgggCcCpU+B2FZjinpuca3laiyGg/R6sqBtOS+EtMtFEAxI5zSsw1O86X3rX09y0MV4qvAAEl+NjFuLVbwDjglBWEp3BOqwGscQAvGZrj/UsG3bn3nXJ4UEBffPHFveEsQ9vOYme4cmBIbhAwOTYu1wZ2tHfpm7Ywin2LALzd+5xnKnEIeDMY9KFAGSexYA8n21d+5VcuDbHVf58mgAgKc/Jy9tq5osTpUO6nlQfIIElHjkORgCDQMC+drgHjbF1zTgLM/NzKeSN9p2C2ANih3eLn9Nu07+YOMRUozBuO0DVy5NpEEW0hu0YyEFaMeJVWDiV6neq8SxNF1gSD5u8l4znBjAllSO00USZzevzY9DfT4OvS8VOrB+jKG//6r/9670wjFyV5SKZa4yCZP95cFDwTjBH4sJvJv8+N9y0cdLe1Ji0ligja2dlGJ5Dwxbjy78bn3Li/L4kiW+o6xsgWcn7lUH75tnP1BM5BpYbJCEkI+nCedHioDb7NbrKxFthNdsncsUZYr86Vaedy2eL+LWXV2nVpzB3Bgnl53ku/iY6uAoDEA05RCT/WTvJKwpt+VbmB7n5JAtDaYOHSfWsZXcrh0O/uaqKIwL+S83RWSbiO+hBUP7SWrqnscIkubKcsfVOisLZIDjxVanyNnbBmTRS8EZAQrLS2WmOWrnGUyStf+cr92kzPn15rEkVu4nuX2u3v0zF4SSVMfSuoaO6aY8rI67NphbMt5rm2Ttd2x9rQUdcmpJP9bBNJQB/60Ic28zNM23VNosiTtLHm4+S+jIklmT7/rnG8Dz2cDjnVIdiK5ilbwgYC45kfYs3cXSN7pm05Z61Zsu/Hc9fed8xnsYWuv5QAMtq6dN8a5mtk29b2/Tl69pr2zXn47zUbQw49e+pvo2ezl1RhkKzMJv60T/u0VU2a/nZtkomkff5XycEC+FOf35o1V8NO3bf1mry1rbQ09479/Zp+OtaZa3yqqwbCwk1/9md/tk+Ota6u1ZOmj5SIRx7z+To+dunyHhvsfuRHfmRfhZpfzxi/5PgZm1rptZf89lQ7L0kUkSRvvrC5+N/MVf63LXSmSxNFVPvkn7I5TztUeR/JIja40HPn17Xrx6m2bmWXGkPiC+Qaf/a3fMu37JNhbIqg8x+qQrw0Lvt7BK4hUKLINfT6bQQicK8IUBT+7u/+bu/QW1L8Rul8CqaydaOU+DRrWLWAuXNyDsRRCQx6xhUHNMfiCJitPTN1KGQf+9jH9obVoV2Uax0B0/Zzsgqoz49SOdapFG/ONUrstTvOrx045waA5u/DXn/YnfplX/Zl+z+fqjhDERSApyDPd2SNbGLB/NuqKEIpZmAvBa+POTw4/YxNRhCjhtItY3luEB9LFJmeXbrkOFgyUrcyin0HhZrTXqCbA13mO+eALHhzR59TvtfuXlkzTqcJIHY6eo9A3zhOZlrBSEIOJyBHsOoYynkr+y8b/tClvKr2jlL7S0FLRp2KKc7MNUfnlSvOcQBqzzGHmOcwGgXr1siRLRJF9C8jlSEuAcGZqZRYpdfXyjDfZEyP4Mo5R89YNyR9rL20UUKdOcbJq5KUecvIPXZNg69rz19e256l+4xjuzTwNWYvTcSxXr3rXe/anyFtvfMdh4IlWzjobmtN0n/kyvd8z/ccrCiC7agshKO14I1vfOM+wXBu3N+XRJEtdR18tpLzS+N4+vdz9QS7pCQGkLt2T0mWPJbUNX0P2eQ4KUmXI3jjaK5zHH10Tu9VUt5v7/q1paxauy5N1x1yiv5zTlKNpBD3H+oXeow1zdwdTkhJsz/8wz+8r7TEUed/z00AWhssXLrvHJ1rq7FzVxNF6HT0cRWr7L63jquGN73W2kSX6sJ+R/exO5ldND128BD/Ne2ZrokSQXzb/BoVjIzRUb3qlP7DrqG3aOu8ksZ49prA501875pxOh2DX/AFX3DUBj70LDJVEE/y+Pve97793JcERk5Pj9vaYp57/3RtP7fawIc//OF9YjiZJuF77E6+1s8wbdc1iSKe86RsrHnf3pcxMcYDO1TQ8VQlnDFPVQETcKQ7j4tckDguyK2KEv1g2LBr5u4a2TNlfM5as2Tfj+de67PYQtdfSgAZbV26j+0u6f/cOT4fx1vb91M9W5DaOBJMvfY6V4+ev2/ub7OWsOUdw8q3am587ud+7qpm+u04xpcdPwLXx37sfnq8TTwSB9jkU11hCzt06zV5ra30J3/yJ/vNfkvjcGmOHvv7Nf2kPy71qa4aCAs38W9aQ20Oo6Px36z1E/lu8uajH/3o/kjKtZf76aUSy7/iK75i7++ZHmW55jmY8SE6qn74ZNf8bs095yaK4KAtKvhgR+ccMYwtdKZzE0VG9W4b/YaN5rsdE0+vcwwkPw2bbZ54du36caqt19ql074b7cRcUqgEO/bOUqxpTf93TwTOJVCiyLnEuj8CEbi3BASJCT27dgTrTimNsontLKXkTc9wpzgpWSv4RzkXHDhUCQCkkcnsqBZnSnvvq171qo/jN3YU+JvA/6HL+XQUXgE471YKXeDtkqoWI+uZgxGDJUWW0ipoyClh1zRjSzCegUZRO5S56xtw8luOuWliDGXLxUm35gigY4PtGsNV2+wcVemFkTmOApLBqy/11TyQ4DeyfB0xwNCcHnkxnEGf9VmfdbLqwxqD1LMlFq1NADl132ize+YBcYFPSUIC/YxEJZ3HZeegiiIqXhwLpE+/Zakk+5KRutYoPnUfh7DAvLa/973v3TsgxrjjXFaWnOI9SspvLcRU2OA4kgBijnDOSFaZl56cHlOAuTEjA34e5Bjtc7/+4zzk3NYvxwJj7lV60X1kCcfi008//XGfujYgN350zAlpbNkxQQ6ukSNjvq7dAXSsf5REtvPbjn3fi+9I+FqTbW+caPcwdqfVog69c8xHfztUoeXQb7yDEc35RcZIBnKMBafdUpLSKBHvuWvPX9YX3jfkLQ7nBKin34CpYChj23mvOEvEWUqs9AzfbQeS7zSmMRagOrY+rpGHnnvqvmvXpLVywLyxjkv8mB89Np7BoCdjOH8lF0iUOVSxa1oG+VTy0Ro+S0GCpQDBkAcjCXV6rM7Wus4Wcn5tfw0dhOwkc1yOHpMYekq2cMy4X+UmcmI4Cc0tc8y8ItsPzS/6GYekhCFrDl3NWFnjnKSXSe4zHuyOmlah2kpnOofdmnsvkVXHnrt2XRpBArqLsSqR+4u+6IuOJn4KbNIDRh+QTeak/pkni1pbyHjy09o5AskqEUoaovONHf/H5OuhijBLCSCDydJ9a3Wu6XrgW9asi2v6Za5r+tatxuZ0nTV/6MDHLnPR/UqC+3f2mbVmPs+WZN94/jW68KjCJUBAFksYOTbfR3vYF/Rq6+v8mvbx+9///pePMZzf573WGvYXG44Ncyj52Vigk7IfyXiB5je96U2f8N6ldWT8YOvvXSNnpjtXJTrYuDGS+0/93tyXfOF4V7+hw0iipkvTu+fXtfPc88xhyTjsy6Xg3Xi/PrJr1NohCc08I1+29DMsyZY1MuhaG8t30i/H8Trk0pq18VAf35cxMbizS/lN3vCGNxwcstiobmrDALkg6WwcO+Nv5AV/FN1ANZHhO/E3a+DWR8+sXWt8zG35LLbQ9ZcSQEbnLN03ZPm1xzBvbd9r/2ibhOdLK9vNB+lN+NvYS9Yl1Z74QcnLY74Nssc/Y9xL/uNf4Ru1dgnKH9v8w5cracbGHTLVHJveu8bOwmPpvi3X5LVHG61dt5eStE756K7pp3N9qnRKdpa+tl7759JNXdPk/TU+qul6LFGTH8RYmcrhsX5pl/XrUNtUr+EXM67J5VPHocznmbVRdUNJrfQUfv7punnqvefqUvw6+v2QHupZ3mueWXdU7JO0zP6ZJq9cqzOdmyhySu5KDOIfpevxO1knp0ly164fp9p6rV067btRnZYOyYdoc7O+mh/dvKa/uycC1xIoUeRagv0+AhG4FwQooII8EjskWlDCOJumQTWLvfsY9TLWP/CBD+wNi2nwxMeOYCWHpoAYh938ORyYdvdzZlImOajn5X49S1BJMMJ5xp4lqOb+0RZOTE4CgTsKBEPJuyhCgpDu8w+nvcAzJ7j7OcI4mzxrrsyO7FuBLIowJpzgw2kz3s15hYEdlmNXLUVNxjTjQRsE5Cmzh34ru1dFA23xTMYPRY4hIEHjkMPy1GDyjKHAMlzXBoCmBoD+FZTglGNATiuAqAxCqRckkCDkm0Zf6HPvszNIks3UwYUFB6Tv4oh99tln96/0LuNgGDvGFV4SMHAVtBrvGN+lL/S19uGrv6dBCQwYUb5fUEmbBM7ngQv3GDvjfc5yZZSP9zFi9I3qNMaLnU6ezVDxN4aOsckJ5XeMLu8Y3+1bBWs4InyPxAR/995RNtG9/tvzGUza6dum3+SdjvSRLa1Us6D/mAPTfhvjx3nsxt+4b3w3h4HEJf/rm+0cWVvyeQsBNk0A0SayhlPvkCPUHCIzjD/9p69POUzNV3JEv4x5MzWghwPXzkP9puqIMTzfjYChzHRJXnY8MEjxNMaHrJgyn/bdob6ZZvGTI0omKus9HdNjPBjXHOAjCcp9+ueShIYhP4wBc9l4kRxjDkqMmZfsHDLSuFQlgQzy/drAqDxU4WPIQLv3RhURR4pYD8zvQ/NyzHcBX04GgWb9JJlFMMsYP+b0GPNaWfhRTYBzx9yb9818vKpAIBjCuSAIpb2vfe1rL2Lr2caydxub+sizlR7FdiQNzmXqYGsNMw7N9VEa+9D88r3koXFNNpEB5OGhBL2p3OTsM7enY+zSNWntvNdWc1VfGMPef2hdxc2cNy6Vj/ddU+N+nNHNkYSnwB0ZSo4LSk/7efA5tl6M8TJk63x+jjFvzTXHreFDLxhjUHuGPBiBTmN12o6tdJ2t5PzaPvNt9Bd8ObdcKuRI4puO4THPOYHoc8Yt/Uo/c0S717NUZ/I3CV90w2OVnYxV65B10Q5J6zS5MYJi0/k/3m3c/NVf/dV+vn3O53zOy8cVbKEzreV1zn3XyKpjsmDtuuT303WHvNMfqkvN1x1cyRW67ZDxdgKTIdaL6VqljwUfjRdOuWmigjlAb/EeiT9jDZgmQY91TrDPvB6VvLDi6FNFzNgZCQJznc59qo3RCxzpSO+iN0/1gjU6l/FqLrMNHB1Fdlvv1iT6HeqbYxVFthqbQyaaJ/5x6QP/TiaO+TLGnD6VQGHHoHGgqsw4ZnCuL661ia7RhUeVMzYBvcC6L3FpOja03X1kMTlMxhpDZIj1dQTH3EdmkflkFt1jJAbP1xv3jqMWHW9oPEsamQaQh61DbkmexnTItDkr45IOR09nq9qNech+3PJ718gc40OwXRI2e9pFTg67c75m4kIXIYfZWL5ZYqbxrxqYeXxsc8Ol83yMTf87Kvop0760o3/8jl0vQZHtiT2dyLXl2ruFDLrWxjK2fSO92I5gc4YP5txkkfswJsbYHokigj4joe2Qz4l+aWzSA1S/nB6NanyweflrBOysT8O/YK2h79M1R9KC55v7xvzQA9fKwtHutWuN59+Wz0LbLtX1x1wjO8jKY7bV3L8y95sMPnZ9s1fYAnxINoANfW6wXxvg3sq+1zZzQ0I03xq9kx4hiXDJhjyml/n/fddN+Numa5i13pqo3XPfBnlOhgves2XGZSwY82xduv1cB7RWWQfGxgW6Ar1h6hfa0g7dck3mR7Tm8auxJ9jeh3x8krSs2Ti4b15FYYxJ/cemISuGD274Ntf46IaucW4/netTJaforuShKmCSh9ZUdDymS4zkffOAf4itTb+eVxUcctKYsdmF/iUxYiqH/f9DdtDn+buOVRdUmZLeZSMef5tvov+P90712qEfGqs40/v4D/Wr65z3HuMw5Nrf//3f78eVjW38gxIRxEPmehQOY20Z9xyKYVyqMw25MnzU1jx+5JHENcb6lJPf0KHFOayBw58x/WbrLV8IPYwfhs9makdcs35M/VCH1o9r7NJ5v43qtNZ9a4ykv7XryRq9unsisJZAiSJrSXVfBCJwrwlQlBh0grKUR5mmnMEcsxQmDjYGCYOeEiBwQCkc1SbmH09poIi4V9CHgiPYbjHnXFUSeez0oqQfew7HJ8VQYIFTUJsoxgL2AkpKC3IuCsBRcuxYowhRYDkEvEugUGYvA0DQVLCKQ1umMKWYETvP1Jd9y3ASKGWcMaA4Ohlpvo3DgrHC4c0ROXVA+jZOHs4wOy1lHAuKYIqhBAP3UG4Yq5jgSVn2nf7bDkBOo2n531MDbDg9KaYcJ5wu2ueS9DN3gM6fRfG1s993cVRxIgrmUTYFDFx2n1HOvQsPiT0MAQ4u77Izz3vnu9G0iePSLiDsGTh4CxjjQDF3ebe2qkqCKePODiPP45jh4DdWKIkCGxjhJ3jkedgyliWmuI/TSJKRfzf2GImcbu7zLc8///z+fYyCMW4YP3ZLCyKobmAMGceMKN/JCS+D3rMZBiPQgJddziMJxvcwvhhyxidHp3GmZK1vdq8kFO1gADBoOcZ9E2NfIo4xzhjhIJDY4O/mp28XYDU2RgDHGDeftJVDAGdOxte//vX78eR3nsEwM55HIP9QQPemBJm5iukwwI6VUjVeOIMx5vzTx0uX72foY4shmWPckmv/9m//ti+5iLPKKZwB5v24RgCCIWPsMXCNCQas+csJoc/JC/9u/JCRkirM19F3jGxlYvXNyNQnA8wVCQ4SIYx932Mseq92+5v5w7mzKwkKAAAeQUlEQVSmX/yj7xiHxsEl1wjAcY4I4prf5qtvYliNRDnPNs4EIvG2BjAmJebhSI5OHTDGG1nFgMWKjGKcjkuf2nXOUMXYb73buGeEM/QlbJjP+sf6Qj6OXSmHvtUaYO5zLmDiGS5zkqyXqCi4YT4ccqrjaszrN7LrUHndcxnjay207hhz2FqbGOmS5UZSGJlqLEm8sZaQBdYxwbBjhq02GovkqSCf32PKqDd3PN93mifGD6OfM1p/6F/yVDBuJGFo6yVr0hIT48Y4IBe929jWnwJA1llzxTyYBmHJVbKdPPRNg4FnmKfWRmuOOeHSr9YuAW86gnFrPOFzbL0wrk7NT8/AjmwdMhMr8kMiqXHrHdga29YP+gCnhDUb22kw7Vpdx++3kPNrKiOMdf7FF1/cJwRYE3yby9y1y+jrv/7rXx7D5rrxJyDwO7/zO3vnoLVlJAP5nblNvzOvjXv6Gpl37BqySWIBvcx6N7iOJMghM8wx811ylbYINI8khWt1pqXxfcnfr5VV03eeuy5NfzvWHTKdTqJf6Q1057EmjnLmdviPsTOSAqw/5jM9mVw1n8jeceTkPMl0nINt/fjsz/7s/dphDZGEYkxYX6zl5BaZrZ/1nzkmSC+B0xwUqDIeVDYb76DTme9kmDnqMgYFoqy307ac0rnMW+NWqWhy0hjzndpMh7zkmiaKWAvpg65rx+ZI5LLusXOGnjpkov7kjB98h05LF7Ezn95gDr71rW/9uMqEw044xya6Vhcma8l7toHKcI5dMzbo2cbGWD+03XjFjg5knaNf+Qbfp8307yGPyStj1NruWfPEIQzHmPFeeobxwlbwDvq/MU0W0gnphlNdZ+h5gjLWJLu6h25NX/Hv1hrrxVTv2OJ7l8aitdc3WDfM4zEvxu+sw+wnesawIa3VvkWgdOh52k3Hw4bcX1pDzp3n3q3f/uVf/mXP2Vhivw39zfpzqKLaqH5IJzBu9KPLeqGfxnXt2ruVDDJer7Wx2K3WQTvvzVP6jn4SqFpz3ZcxMe3vkShifFg32OtsLkFDFztBMNU4wZiMpWtPdWf6C3lOVxM45peid5rf5Oc4upRux2b3TLaIde9S/5C2La01+u02fRbadImu7zd0OL4I6ypfBttK0jAfhTUG++GPME6tR2Q1meE+egKZOOQnuUT+8MmNI72st3RJ9hjd/5yNKtfY94OLdUYyF/102JDkJJ+WtYR9f6y643z+3Ya/zTvHUVZ8kdYjtqO+GXocmUovJyf13fToJv1Kd/Bbz2FLOq5j+CHZjewfFW/5RucbF7a2Q33PtWsy/ZouyUfJ5mX7D58Z29i3aTcfKLnAH0avUFHFvxvPI/nUffjRedkV7KHhV6RbGg/Wu2M+uuF3vKafzvWpGrt0ZP2JJZ8xfejSROehq/LN8mUYV2Qp/YxeM5KSzH2y0ngyp+kLU1+n55jXdHfjlMxgDx7a/Dnmkr4kQ+h45LHxR9eju47vIavp/vqG/aCv+DTJ3lFV8tz3zueydpB/5Brd2VgYFx84xlM9ytjiyxQg1n/f/M3f/Alzb/qOc3UmMogO6bslx1v7yGSydvhWjD265/BD8DONuApbyrzg+2Ov8zWOGIP7zB1jxnvYK9ZMz7JOXrJ+0KG0ld4y/FBkFB+uNWGqH19ql877jL7Az0Wm67MxFtboSd0TgS0JlCiyJc2eFYEI3HkCFl7KGKP7z//8z/fBMM4Y1xvf+Ma9QWhHN8V7yalE6aCsU/AEyiiYLmWt/Z6CJWi6dMQKRcROR04TASm/l6DBUcpZx5HMcGX4a98wVn2HoNRo/zH4lNVDu+YpkDgwNDjXvMf7KMgUae2fH10x3sEhp80cWxiO72aAcIb4hvl3c4gw5ihslHa8115rv3Xt89zHacXBOzXoGWkMUwkHgnouxoEEAEyOGf8MWUqkYKn+4JzUN37jm/XBoUtwnXOHI9d7D12j/wQcGDCH+ptCLVmA88a4pnQfujj7GAYMB85XQXaX8cGA8jvGKIVXVjsHprHMeJs7sIxbhjjDwzzgjPB7jgm/k1hw7PJ380aA7tBFCWfc6w+BVN80vwReBEUESHw7pzrjmKMVV2OQM57BMMbiqDbBUDt3J9vS2GJgjeQDuxdPZYBT/hlj8/F36h0MZztrxs6yMe/MozFGOQrmO09GKcNjY3C8c4wNc9pYOHYJPpBF42L0kQUc+uSXsSjpR7sEOYxJRrXxLZFA33CULsnFJd7+TgYz4uxEYWxKzprK9CGXJDGRa9riH0GXQ/3DQOMYJKvOvchOBp3vJgeNvzXOQmOB0/HUZR3hkDyUVERuC/QIMpHjnA+OrRGwvPaa85XMQhaPy7dy+OtTRvsxrtN2nJJPGBpL+oqBImB46DLXyaSpA+mSNekUH7KJDMP32OXvHBfj4jjXNnNpGgCx3knQOnbh7CI/OHToE4cunK2v1oFjF4cqZ8mxdvut8T12aM+fw7HCYTct23qprmONkFS6lZxfGs/GPwfLkk7kOdYFc5TTbzpn53LJmsLxzvnEoWadX3t2tPWLnDc3lfGdzh1t8F7OJgF+yULk4lQuqYihPy/RmZZYXfL3a2XV9J3nrkvz9lp3BGYlIZIp+pz8ICOtT5jO9dcxjukN1kP9Yb2it3D+ndL7D+nLfisZg65sbk7LOJ+a8/RJgXmXoJI1/dBFFr7lLW95+U+ndK6RmGo9JH9UDLOrUZLTpWvtSBQhjzAT5BzXNWOTg1i7BFLXXOaJeSoRwjqjj6fyaTxjrZ0wtYm20IXpZuw/Sc/mu7E4XxvtDNUv2m6sCAiMb9D/x44e9W3GrT44ZMexaf2N3ja147yHLkyuHLLjlt7pvfQ4Ov486fna713qc0l21qA1cnz+rMFd4BwvwcVzKtedM8+toex0geNLr7H2+/2hPr507fW8LWXQtTYW2WUdZSPTP6yNdAN63Bpb7L6Miek4YEdbVwQXyfKxYYn8oeeZV+xqif8jyD0fR/QP+j0fEDubzmL9kATABrYOqqhA56fTCLZLumYHXeMfOrXWeK+EuNv0WUy5nKPr48wnIYljfuEliGz91ydTu3Z6rwCv8TetIDA2DvFleA5Zo09syjm0Ni3Jh0vte89do0sd0uuPtWntOrr0TdO/H/K3jb8f6k9ynA1Fn2cPHpPhxqlgOl8Wf6Y5MvQy/jf9ceh4jZuyQ33TJWuyZAVJYObyoWv4XUYV6kP2nXE4kk9PjXtjgU+ELXPsOuQ3vqSfzvGpqnwlSULivH+XXGfNOFbB8ZzxN/qEzUA24uPCzDijV/L9H/KhuU8SwkjCIk9GVbOlNpjX3sUGtO5Jvhjv9tvhL5P8QFdjg0z1tUvf69nWDsmH9IA1F/uJbUtnIs+Gr26pmsU5OhP/FD3YxrZT11ReHdNjjAvVX/id+Lv4AA9dbCzvHEnFa9cP38WGsrYeug7px5fYpfNnewa/Ev+Wdf+S9WRNf3dPBJYIlCiyRKi/RyACEYhABG6QAEOCQ5TBco5D8wabdO8ePXaXyCDnNGAgTY0b/+0eTjZOB84HSQxrK9rcOyA1+NERML7tnmJgS66SaNV1PwhwdvpHcuq8fPD9+IJaGYEIPDQCI1FEUEXgQFJM1+0SsK6rlkFXvTTh53Zb3NvWEhjHI7ABXWzAa3ZPr33vJfdtaWPZYS05mj1mJ/xDDYQM+SmRSKLd/BjjS/rhLvwmn8Vd6IX1bZCEIFkp22I9s9u+s3X+/xMXoJcwo1qM5J/pETC33S+9LwK3TYAsGBWcJSl2ReBJEShR5EmR770RiEAEIhCBCGxGgCNknPdt18XIyvf/201kBwYFXNIIx4lMcYklS5WDNmtgD4rADROwe8fOLTtj7KLoikAEIhCBCFxCYAQ6JSqoeHjqCLVLnt9vIhCB+0NgKxtr7JhV8VGltbuaHHNtzzzURJFrufT7CEQgAqcI2PTCl6FSmkpyXRF4LATG8Y6O4hlHLD+Wb+877xaBEkXuVn/UmghEIAIRiEAEziAg+UNZbyVg//Vf/3X39re//ahy7T5nTdrFpky3UvrKPXZF4L4TMA+Uv1cSWjnlnCv3vUdrfwQiEIEnR8D545z1SlI7KmfNUWpPrrW9OQIRuAkCW9tYjjBUKl6ivqMhHupVoshD7dm+KwIRuCkCKm3x0TkixpFPr3jFK27qVT03AneOgOOzJEg5wnzNsXx37gNq0IMhUKLIg+nKPiQCEYhABCLw+AioIqJEpfOev+/7vm9VeW5nhDo72tnQzsnuisB9JqBKzr//+7/vj5txbqpqIpWpv889WtsjEIEIPFkC//AP/7B729vetternMveFYEIPD4CW9lYjiz5j//4j90v/MIv7I9TUk3kISeflSjy+OZKXxyBCFxOQNWq559/fvcTP/ETu5/8yZ/cfdVXfdXlD+uXEbhnBCTlvve9790988wzuy/5ki+5Z62vuQ+NQIkiD61H+54IRCACEYjAIyFAqf6lX/ql3a//+q/vq4O87nWvW/XlnJQ/8AM/8HJQfdWPuikCd5CA83z/5m/+Zu98d+b7D/7gDz5o5/sd7IKaFIEIRODBEfjjP/7jvbP+N37jNzp25sH1bh8UgWUCW9lYAoD//M//vPv5n//5/XGf73nPe3af+ZmfudyAe3zHSBT56Ec/uvvt3/7t1fbpPf7kmh6BCETgbAKjatXv/d7v7f15kpMdofvUU0+d/ax+EIH7RMDYdxnrjo8WnDf+P/3TP/0+fUZtfYAEShR5gJ3aJ0UgAhGIQAQeA4H/+q//2v3QD/3Q7g//8A/3jrg3vOENi4alXW1KWn7/93//vryl33RF4D4S+J//+Z/dL/7iL+53aX7nd37n7vM+7/MWx/99/M7aHIEIRCAC2xNQjeq///u/d5/yKZ+y++RP/uSXX+D//9mf/dl9pbZv/dZvbV3ZHn1PjMCdJ7CVjSXZ7C//8i933/7t377fKftJn/RJd/7br23gSBT54Ac/uBMA/eIv/uJrH9nvIxCBCDw4Ai+88MLup37qp/b+OPrmZ3zGZzy4b+yDIjAnIEnEEZ9sMIkhv/Vbv7X/3yo4NlbuAoESRe5CL9SGCEQgAhGIQATOJkDJ/uVf/uV9FYXv+I7v2BuaDEzHbkx3IrhPgohdbR/+8Id3P/7jP75785vfvHv729/eER1nU+8HEYhABCIQgQjcdwKqhrzrXe/afdd3fdfune985+7pp5/e60r0JMm3Kq895OMh7nv/1f4I3CSBbKzL6OJmd/C3fdu37f7oj/5o96d/+qe7r/7qr77sYf0qAhGIQAQiEIEHReDFF1/c+64/8IEP7L/LUUu/+Zu/uXvNa17zoL6zj7mfBEoUuZ/9VqsjEIEIRCACEdjtdna8/dqv/dru537u53avfvWrd9/93d+9+5qv+ZrdK17xiv2utVHS8h//8R/3u7r+9m//dvejP/qj+3sew662BkkEIhCBCEQgAhGYE/iZn/mZ/Xnw//u//7t77rnn9pXWPvaxj+1+//d/f5888spXvjJoEYjAIyaQjXVe5zsOkgyVHPJjP/Zju4985CP7oyFVU5F05+gdmxm6IhCBCEQgAhF4nAT+6Z/+afe2t71tf3y0io6/8iu/sq8O3JFLj3M83LWvLlHkrvVI7YlABCIQgQhE4GwCdm9JBPmDP/iD3Yc+9KG9c84l0PHss8/uvvzLv3z3lre8ZfeFX/iFOenOptsPIhCBCEQgAhF4SAQkzkoUseudrvS1X/u1+9LfKq4JaHZFIAIRQCAba904UInpHe94x8GbbWb46Z/+6d03fdM3rXtYd0UgAhGIQAQi8OAI/Od//ufuPe95z+53f/d3d9/7vd+7T87/1E/91Af3nX3Q/SRQosj97LdaHYEIRCACEYhABCIQgQhEIAIRiEAEIhCBCEQgAhGIQAQiEIEIRCACEYhABM4mUKLI2cj6QQQiEIEIRCACEYhABCIQgQhEIAIRiEAEIhCBCEQgAhGIQAQiEIEIRCACEbifBEoUuZ/9VqsjEIEIRCACEYhABCIQgQhEIAIRiEAEIhCBCEQgAhGIQAQiEIEIRCACEYjA2QRKFDkbWT+IQAQiEIEIRCACEYhABCIQgQhEIAIRiEAEIhCBCEQgAhGIQAQiEIEIRCAC95NAiSL3s99qdQQiEIEIRCACEYhABCIQgQhEIAIRiEAEIhCBCEQgAhGIQAQiEIEIRCACETibQIkiZyPrBxGIQAQiEIEIRCACEYhABCIQgQhEIAIRiEAEIhCBCEQgAhGIQAQiEIEIROB+EihR5H72W62OQAQiEIEIRCACEYhABCIQgQhEIAIRiEAEIhCBCEQgAhGIQAQiEIEIRCACZxMoUeRsZP0gAhGIQAQiEIEIRCACEYhABCLwCAm8tNvtnnqE390nRyACEYhABCIQgQhEIAIRiEAEIhCBB0agRJEH1qF9TgQiEIEIRCACEYhABCIQgQhEIAIRiEAEIhCBCEQgAhGIQAQiEIEIRCACEThGoESRxkYEIhCBCEQgAhGIQAQiEIEIRCACEYhABCIQgQhEIAIRiEAEIhCBCEQgAhF4JARKFHkkHd1nRiACEYhABCIQgQhEIAIRiEAEIhCBCEQgAhGIQAQiEIEIRCACEYhABCIQgRJFGgMRiEAEIhCBCEQgAhGIQAQiEIEIRCACEYhABCIQgQhEIAIRiEAEIhCBCETgkRBYlSjy9ne8Y/fqZ555JEj6zAhEIAIRiEAEIhCBCEQgAhGIQAQiEIEIRCACEYhABCIQgQhEIAIRiEAEIvDwCHzkhRd273/f+3Yvvvjiyx/33HPP7Z5697vf/dL0c0sUeXid3xdFIAIRiEAEIhCBCEQgAhGIQAQiEIEIRCACEYhABCIQgQhEIAIRiEAEIvC4CKxOFJE90hWBCEQgAhGIQAQiEIEIRCACEYhABCIQgQhEIAIRiEAEIhCBCEQgAhGIQAQicL8JrDp6pkSR+93JtT4CEYhABCIQgQhEIAIRiEAEIhCBCEQgAhGIQAQiEIEIRCACEYhABCIQgQggUKJI4yACEYhABCIQgQhEIAIRiEAEIhCBCEQgAhGIQAQiEIEIRCACEYhABCIQgQg8EgIlijySju4zIxCBCEQgAhGIQAQiEIEIRCACEYhABCIQgQhEIAIRiEAEIhCBCEQgAhGIQIkijYEIRCACEYhABCIQgQhEIAIRiEAEIhCBCEQgAhGIQAQiEIEIRCACEYhABCLwSAiUKPJIOrrPjEAEIhCBCEQgAhGIQAQiEIEIRCACEYhABCIQgQhEIAIRiEAEIhCBCEQgAiWKNAYiEIEIRCACEYhABCIQgQhEIAIRiEAEIhCBCEQgAhGIQAQiEIEIRCACEYjAIyFQosgj6eg+MwIRiEAEIhCBCEQgAhGIQAQiEIEIRCACEYhABCIQgQhEIAIRiEAEIhCBCJQo0hiIQAQiEIEIRCAC5xB4abfbPXXOD7o3AhGIQAQiEIEIRCACEYhABCIQgQhEIAIRiEAEIhCBCNwdAiWK3J2+qCURiEAEIhCBCEQgAhGIQAQiEIEIRCACEYhABCIQgQhEIAIRiEAEIhCBCETgRgmUKHKjeHt4BCIQgQhEIAIRiEAEIhCBCEQgAhGIQAQiEIEIRCACEYhABCIQgQhEIAIRuDsEShS5O31RSyIQgQhEIAIRiEAEIhCBCEQgAhGIQAQiEIEIRCACEYhABCIQgQhEIAIRiMCNEihR5Ebx9vAIRCACEYhABCIQgQhEIAIRiEAEIhCBCEQgAhGIQAQiEIEIRCACEYhABCJwdwiUKHJ3+qKWRCACEYhABCIQgQhEIAIRiEAEIhCBCEQgAhGIQAQiEIEIRCACEYhABCIQgRslUKLIjeLt4RGIQAQiEIEIRCACEYhABCIQgQhEIAIRiEAEIhCBCEQgAhGIQAQiEIEIRODuEChR5O70RS2JQAQiEIEIRCACEYhABCIQgQhEIAIRiEAEIhCBCEQgAhGIQAQiEIEIRCACN0qgRJEbxdvDIxCBCEQgAhGIQAQiEIEIRCACEYhABCIQgQhEIAIRiEAEIhCBCEQgAhGIwN0hUKLI3emLWhKBCEQgAhGIQAQiEIEIRCACEYhABCIQgQhEIAIRiEAEIhCBCEQgAhGIQARulECJIjeKt4dHIAIRiEAEIhCBCEQgAhGIQAQiEIEIRCACEYhABCIQgQhEIAIRiEAEIhCBu0OgRJG70xe1JAIRiEAEIhCBCEQgAhGIQAQiEIEIRCACEYhABCIQgQhEIAIRiEAEIhCBCNwogRJFbhRvD49ABCIQgQhEIAIRiEAEIhCBCEQgAhGIQAQiEIEIRCACEYhABCIQgQhEIAJ3h0CJInenL2pJBCIQgQhEIAIRiEAEIhCBCEQgAhGIQAQiEIEIRCACEYhABCIQgQhEIAIRuFECJYrcKN4eHoEIRCACEYhABCIQgQhEIAIRiEAEIhCBCEQgAhGIQAQiEIEIRCACEYhABO4OgRJF7k5f1JIIRCACEYhABCIQgQhEIAIRiEAEIhCBCEQgAhGIQAQiEIEIRCACEYhABCJwowRKFLlRvD08AhGIQAQiEIEIRCACEYhABCIQgQhEIAIRiEAEIhCBCEQgAhGIQAQiEIEI3B0CJYrcnb6oJRGIQAQiEIEIRCACEYhABCIQgQhEIAIRiEAEIhCBCEQgAhGIQAQiEIEIROBGCZQocqN4e3gEIhCBCEQgAhGIQAQiEIEIRCACEYhABCIQgQhEIAIRiEAEIhCBCEQgAhG4OwRKFLk7fVFLIhCBCEQgAhGIQAQiEIEIRCACEYhABCIQgQhEIAIRiEAEIhCBCEQgAhGIwI0SKFHkRvH28AhEIAIRiEAEIhCBCEQgAhGIQAQiEIEIRCACFxJ4abfbPXXhb/tZBCIQgQhEIAIRiEAEIhCBIwRKFGloRCACEYhABCIQgQhEIAIRiEAEIhCBCEQgAhGIQAQiEIEIRCACEYhABCIQgUdCoESRR9LRfWYEIhCBCEQgAhGIQAQiEIEIRCACEYhABCIQgQhEIAIRiEAEIhCBCEQgAhEoUaQxEIEIRCACEYhABCIQgQhEIAIRiEAEIhCBCEQgAhGIQAQiEIEIRCACEYhABB4JgRJFHklH95kRiEAEIhCBCEQgAhGIQAQiEIEIRCACEYhABCIQgQhEIAIRiEAEIhCBCESgRJHGQAQiEIEIRCACEYhABCIQgQhEIAIRiEAEIhCBCEQgAhGIQAQiEIEIRCACEXgkBEoUeSQd3WdGIAIRiEAEIhCBCEQgAhGIQAQiEIEIbEDgpd1u99QGz+kREYhABCIQgQhEIAIRiEAEIhCBJ0SgRJEnBL7XRiACEYhABCIQgQhEIAIRiEAEIhCBCEQgAhGIQAQiEIEIRCACEYhABCIQgdsmUKLIbRPvfRGIQAQiEIEIRCACEYhABCIQgQhEIAIRiEAEIhCBCEQgAhGIQAQiEIEIROAJEShR5AmB77URiEAEIhCBCEQgAhGIQAQiEIEIRCACEYhABCIQgQhEIAIRiEAEIhCBCETgtgmUKHLbxHtfBCIQgQhEIAIRiEAEIhCBCEQgAhGIQAQiEIEIRCACEYhABG6KwEu73e6pm3p4z41ABCIQgYdAoESRh9CLfUMEIhCBCEQgAhGIQAQiEIEIRCACEYhABCIQgQhEIAIRiEAEIhCBCEQgAhFYQaBEkRWQuiUCEYhABCIQgQhEIAIRiEAEIhCBCEQgAhGIQAQiEIEIRCACEYhABCIQgQg8BAIlijyEXuwbIhCBCEQgAhGIQAQiEIEIRCACEYhABCIQgQhEIAIRiEAEIhCBCEQgAhGIwAoCJYqsgNQtEYhABCIQgQhEIAIRiEAEIhCBCEQgAhGIQAQiEIEIRCACEYhABCIQgQhE4CEQWJUo8hA+tG+IQAQiEIEIRCACEYhABCIQgQhEIAIRiEAEIhCBCEQgAhGIQAQiEIEIRCACEfh4As8999zuqXe/+90vBSYCEYhABCIQgQhEIAIRiEAEIhCBCEQgAhGIQAQiEIEIRCACEYhABCIQgQhE4GETKFHkYfdvXxeBCEQgAhGIQAQiEIEIRCACEYhABCIQgQhEIAIRiEAEIhCBCEQgAhGIQAReJlCiSIMhAhGIQAQiEIEIRCACEYhABCIQgQhEIAIRiEAEIhCBCEQgAhGIQAQiEIEIPBICJYo8ko7uMyMQgQhEIAIRiEAEIhCBCEQgAhGIQAQiEIEIRCACEYhABCIQgQhEIAIRiMA+UeSll156CYpf/dVfjUgEIhCBCEQgAhGIQAQiEIEIRCACEYhABCIQgQhEIAIROE5AROGpAEUgAhGIQAQiEIEI3DcC73znO19u8v8BJhre6pIDpd8AAAAASUVORK5CYII=&quot; style=&quot;height: 370.803px; width: 624px;&quot; /&gt;&lt;/span&gt;&lt;/p&gt;&lt;p class=&quot;zw-paragraph&quot; data-margin-bottom=&quot;0pt&quot; data-margin-left=&quot;0in&quot; data-text-indent=&quot;0in&quot; data-textformat=&quot;{&amp;quot;ff&amp;quot;:&amp;quot;Roboto&amp;quot;,&amp;quot;fv&amp;quot;:&amp;quot;normal&amp;quot;,&amp;quot;td&amp;quot;:&amp;quot;none&amp;quot;,&amp;quot;cs&amp;quot;:&amp;quot;0pt&amp;quot;,&amp;quot;fw&amp;quot;:&amp;quot;none&amp;quot;,&amp;quot;fgc&amp;quot;:&amp;quot;rgb(0, 0, 0)&amp;quot;,&amp;quot;size&amp;quot;:&amp;quot;12&amp;quot;,&amp;quot;va&amp;quot;:&amp;quot;baseline&amp;quot;,&amp;quot;type&amp;quot;:&amp;quot;text&amp;quot;,&amp;quot;fs&amp;quot;:&amp;quot;normal&amp;quot;,&amp;quot;bgc&amp;quot;:&amp;quot;rgba(0, 0, 0, 0)&amp;quot;}&quot; data_styles=&quot;{&amp;quot;ff&amp;quot;:&amp;quot;Roboto&amp;quot;,&amp;quot;fv&amp;quot;:&amp;quot;normal&amp;quot;,&amp;quot;td&amp;quot;:&amp;quot;none&amp;quot;,&amp;quot;cs&amp;quot;:&amp;quot;0pt&amp;quot;,&amp;quot;fw&amp;quot;:&amp;quot;none&amp;quot;,&amp;quot;fgc&amp;quot;:&amp;quot;rgb(0, 0, 0)&amp;quot;,&amp;quot;size&amp;quot;:&amp;quot;12&amp;quot;,&amp;quot;va&amp;quot;:&amp;quot;baseline&amp;quot;,&amp;quot;type&amp;quot;:&amp;quot;text&amp;quot;,&amp;quot;fs&amp;quot;:&amp;quot;normal&amp;quot;,&amp;quot;bgc&amp;quot;:&amp;quot;rgba(0, 0, 0, 0)&amp;quot;}&quot; style=&quot;line-height: 1.2; margin: 0px 0px 0pt 0in; text-align: left; text-indent: 0in;&quot;&gt;&lt;span class=&quot;EOP&quot; style=&quot;font-family: inherit;&quot;&gt;&amp;nbsp;&lt;/span&gt;&lt;/p&gt;&lt;p class=&quot;zw-paragraph&quot; data-margin-bottom=&quot;0pt&quot; data-margin-left=&quot;0in&quot; data-text-indent=&quot;0in&quot; data-textformat=&quot;{&amp;quot;ff&amp;quot;:&amp;quot;Roboto&amp;quot;,&amp;quot;size&amp;quot;:&amp;quot;12&amp;quot;,&amp;quot;type&amp;quot;:&amp;quot;text&amp;quot;}&quot; data_styles=&quot;{&amp;quot;ff&amp;quot;:&amp;quot;Roboto&amp;quot;,&amp;quot;size&amp;quot;:&amp;quot;12&amp;quot;,&amp;quot;type&amp;quot;:&amp;quot;text&amp;quot;}&quot; style=&quot;line-height: 1.2; margin: 0px 0px 0pt 0in; text-align: left; text-indent: 0in;&quot;&gt;&lt;span style=&quot;font-family: inherit;&quot;&gt;&lt;span style=&quot;font-variant-east-asian: normal; font-variant-numeric: normal; letter-spacing: 0pt; vertical-align: baseline;&quot;&gt;Ancient kings couldn&#39;t dream of the incredible bounty of exotic foods from all over the world &lt;/span&gt;&lt;span style=&quot;font-variant-east-asian: normal; font-variant-numeric: normal; letter-spacing: 0pt; vertical-align: baseline;&quot;&gt;now available to even the poorest among us in the local grocery store, or the fantastical electronic devices that global markets are even making available in the third world at this point. All this did not come from &quot;redistribution&quot;&lt;/span&gt;&lt;a href=&quot;#zwj5dhw7bau86n&quot;&gt;&lt;span data-footnote-id=&quot;zwj5dhw7bau86n&quot; data-footnote-info=&quot;{&amp;quot;footnote&amp;quot;:{&amp;quot;refchars&amp;quot;:[],&amp;quot;fmt&amp;quot;:&amp;quot;num&amp;quot;,&amp;quot;stnum&amp;quot;:1}}&quot; data-text-info=&quot;{&amp;quot;cls&amp;quot;:&amp;quot;footnote&amp;quot;}&quot; style=&quot;color: black; vertical-align: super;&quot;&gt;[2]&lt;/span&gt;&lt;/a&gt;&lt;span style=&quot;font-variant-east-asian: normal; font-variant-numeric: normal; letter-spacing: 0pt; vertical-align: baseline;&quot;&gt; of wealth, but from &lt;/span&gt;&lt;span style=&quot;font-variant-east-asian: normal; font-variant-numeric: normal; letter-spacing: 0pt; vertical-align: baseline;&quot;&gt;the&lt;/span&gt;&lt;span style=&quot;font-style: italic; font-variant-east-asian: normal; font-variant-numeric: normal; letter-spacing: 0pt; vertical-align: baseline;&quot;&gt; creation &lt;/span&gt;&lt;span style=&quot;font-variant-east-asian: normal; font-variant-numeric: normal; letter-spacing: 0pt; vertical-align: baseline;&quot;&gt;of wealth.&lt;/span&gt;&lt;span style=&quot;font-variant-east-asian: normal; font-variant-numeric: normal; letter-spacing: 0pt; vertical-align: baseline;&quot;&gt; People started businesses and worked hard to find ways to increase production &lt;/span&gt;&lt;span style=&quot;font-variant-east-asian: normal; font-variant-numeric: normal; letter-spacing: 0pt; vertical-align: baseline;&quot;&gt;because they were able to get wealthy doing it, and in the process they made &lt;/span&gt;&lt;span style=&quot;font-style: italic; font-variant-east-asian: normal; font-variant-numeric: normal; letter-spacing: 0pt; vertical-align: baseline;&quot;&gt;everyone&lt;/span&gt;&lt;span style=&quot;font-variant-east-asian: normal; font-variant-numeric: normal; letter-spacing: 0pt; vertical-align: baseline;&quot;&gt; wealthier. The extent to which you start &quot;redistributing&quot;&lt;/span&gt;&lt;a href=&quot;#zwyazvjk49wvrl&quot;&gt;&lt;span data-footnote-id=&quot;zwyazvjk49wvrl&quot; data-footnote-info=&quot;{&amp;quot;footnote&amp;quot;:{&amp;quot;refchars&amp;quot;:[],&amp;quot;fmt&amp;quot;:&amp;quot;num&amp;quot;,&amp;quot;stnum&amp;quot;:1}}&quot; data-text-info=&quot;{&amp;quot;cls&amp;quot;:&amp;quot;footnote&amp;quot;}&quot; style=&quot;color: black; vertical-align: super;&quot;&gt;[3]&lt;/span&gt;&lt;/a&gt;&lt;span style=&quot;font-variant-east-asian: normal; font-variant-numeric: normal; letter-spacing: 0pt; vertical-align: baseline;&quot;&gt; the profits away from those productive people, is the extent to which you destroy the very incentives that keep this glorious process going.&lt;/span&gt;&lt;/span&gt;&lt;/p&gt;&lt;p class=&quot;zw-paragraph&quot; data-margin-bottom=&quot;0pt&quot; data-margin-left=&quot;0in&quot; data-text-indent=&quot;0in&quot; data-textformat=&quot;{&amp;quot;ff&amp;quot;:&amp;quot;Roboto&amp;quot;,&amp;quot;fv&amp;quot;:&amp;quot;normal&amp;quot;,&amp;quot;td&amp;quot;:&amp;quot;none&amp;quot;,&amp;quot;cs&amp;quot;:&amp;quot;0pt&amp;quot;,&amp;quot;fw&amp;quot;:&amp;quot;none&amp;quot;,&amp;quot;fgc&amp;quot;:&amp;quot;rgb(0, 0, 0)&amp;quot;,&amp;quot;size&amp;quot;:&amp;quot;12&amp;quot;,&amp;quot;va&amp;quot;:&amp;quot;baseline&amp;quot;,&amp;quot;type&amp;quot;:&amp;quot;text&amp;quot;,&amp;quot;fs&amp;quot;:&amp;quot;normal&amp;quot;,&amp;quot;bgc&amp;quot;:&amp;quot;rgba(0, 0, 0, 0)&amp;quot;}&quot; data_styles=&quot;{&amp;quot;ff&amp;quot;:&amp;quot;Roboto&amp;quot;,&amp;quot;fv&amp;quot;:&amp;quot;normal&amp;quot;,&amp;quot;td&amp;quot;:&amp;quot;none&amp;quot;,&amp;quot;cs&amp;quot;:&amp;quot;0pt&amp;quot;,&amp;quot;fw&amp;quot;:&amp;quot;none&amp;quot;,&amp;quot;fgc&amp;quot;:&amp;quot;rgb(0, 0, 0)&amp;quot;,&amp;quot;size&amp;quot;:&amp;quot;12&amp;quot;,&amp;quot;va&amp;quot;:&amp;quot;baseline&amp;quot;,&amp;quot;type&amp;quot;:&amp;quot;text&amp;quot;,&amp;quot;fs&amp;quot;:&amp;quot;normal&amp;quot;,&amp;quot;bgc&amp;quot;:&amp;quot;rgba(0, 0, 0, 0)&amp;quot;}&quot; style=&quot;line-height: 1.2; margin: 0px 0px 0pt 0in; text-align: left; text-indent: 0in;&quot;&gt;&lt;span class=&quot;EOP&quot; style=&quot;font-family: inherit;&quot;&gt;&amp;nbsp;&lt;/span&gt;&lt;/p&gt;&lt;p class=&quot;zw-paragraph&quot; data-margin-bottom=&quot;0pt&quot; data-margin-left=&quot;0in&quot; data-text-indent=&quot;0in&quot; data-textformat=&quot;{&amp;quot;ff&amp;quot;:&amp;quot;Roboto&amp;quot;,&amp;quot;size&amp;quot;:&amp;quot;12&amp;quot;,&amp;quot;type&amp;quot;:&amp;quot;text&amp;quot;}&quot; data_styles=&quot;{&amp;quot;ff&amp;quot;:&amp;quot;Roboto&amp;quot;,&amp;quot;size&amp;quot;:&amp;quot;12&amp;quot;,&amp;quot;type&amp;quot;:&amp;quot;text&amp;quot;}&quot; style=&quot;line-height: 1.2; margin: 0px 0px 0pt 0in; text-align: left; text-indent: 0in;&quot;&gt;&lt;span style=&quot;font-family: inherit;&quot;&gt;&lt;span style=&quot;font-variant-east-asian: normal; font-variant-numeric: normal; letter-spacing: 0pt; vertical-align: baseline;&quot;&gt;It&#39;s important to note that I&#39;m making this argument with one hand tied behind my back: I&#39;m ignoring any other potential moral issues with stealing. What I&#39;m pointing out is that &lt;/span&gt;&lt;span style=&quot;font-style: italic; font-variant-east-asian: normal; font-variant-numeric: normal; letter-spacing: 0pt; vertical-align: baseline;&quot;&gt;even if &lt;/span&gt;&lt;span style=&quot;font-variant-east-asian: normal; font-variant-numeric: normal; letter-spacing: 0pt; vertical-align: baseline;&quot;&gt;you think there is nothing inherently wrong with theft, wealth redistribution&lt;/span&gt;&lt;a href=&quot;#zw3vg58q8cvbal&quot;&gt;&lt;span data-footnote-id=&quot;zw3vg58q8cvbal&quot; data-footnote-info=&quot;{&amp;quot;footnote&amp;quot;:{&amp;quot;refchars&amp;quot;:[],&amp;quot;fmt&amp;quot;:&amp;quot;num&amp;quot;,&amp;quot;stnum&amp;quot;:1}}&quot; data-text-info=&quot;{&amp;quot;cls&amp;quot;:&amp;quot;footnote&amp;quot;}&quot; style=&quot;color: black; vertical-align: super;&quot;&gt;[4]&lt;/span&gt;&lt;/a&gt;&lt;span style=&quot;font-variant-east-asian: normal; font-variant-numeric: normal; letter-spacing: 0pt; vertical-align: baseline;&quot;&gt; in pursuit of equality ultimately reduces total value for everyone, and should still be opposed.&lt;/span&gt;&lt;/span&gt;&lt;/p&gt;&lt;p class=&quot;zw-paragraph&quot; data-margin-bottom=&quot;0pt&quot; data-margin-left=&quot;0in&quot; data-text-indent=&quot;0in&quot; data-textformat=&quot;{&amp;quot;ff&amp;quot;:&amp;quot;Roboto&amp;quot;,&amp;quot;size&amp;quot;:&amp;quot;12&amp;quot;,&amp;quot;type&amp;quot;:&amp;quot;text&amp;quot;}&quot; data_styles=&quot;{&amp;quot;ff&amp;quot;:&amp;quot;Roboto&amp;quot;,&amp;quot;size&amp;quot;:&amp;quot;12&amp;quot;,&amp;quot;type&amp;quot;:&amp;quot;text&amp;quot;}&quot; style=&quot;line-height: 1.2; margin: 0px 0px 0pt 0in; text-align: left; text-indent: 0in;&quot;&gt;&lt;span style=&quot;font-family: inherit;&quot;&gt;&lt;br class=&quot;zw-br&quot; /&gt;&lt;span style=&quot;font-variant-east-asian: normal; font-variant-numeric: normal; letter-spacing: 0pt; vertical-align: baseline;&quot;&gt;However, if you &lt;/span&gt;&lt;span style=&quot;font-style: italic; font-variant-east-asian: normal; font-variant-numeric: normal; letter-spacing: 0pt; vertical-align: baseline;&quot;&gt;really&lt;/span&gt;&lt;span style=&quot;font-variant-east-asian: normal; font-variant-numeric: normal; letter-spacing: 0pt; vertical-align: baseline;&quot;&gt; value equality, none of that would convince you to stop s&lt;/span&gt;&lt;span style=&quot;font-variant-east-asian: normal; font-variant-numeric: normal; letter-spacing: 0pt; vertical-align: baseline;&quot;&gt;upporting that theft. Maybe for you, it&#39;s worth it for everyone to become poorer, so long as the poor only become &lt;/span&gt;&lt;span style=&quot;font-style: italic; font-variant-east-asian: normal; font-variant-numeric: normal; letter-spacing: 0pt; vertical-align: baseline;&quot;&gt;a little&lt;/span&gt;&lt;span style=&quot;font-variant-east-asian: normal; font-variant-numeric: normal; letter-spacing: 0pt; vertical-align: baseline;&quot;&gt; poorer while the rich become &lt;/span&gt;&lt;span style=&quot;font-style: italic; font-variant-east-asian: normal; font-variant-numeric: normal; letter-spacing: 0pt; vertical-align: baseline;&quot;&gt;much&lt;/span&gt;&lt;span style=&quot;font-variant-east-asian: normal; font-variant-numeric: normal; letter-spacing: 0pt; vertical-align: baseline;&quot;&gt; poorer. At least then people would be more equal! If you are one of these people, you&#39;re probably too far gone for me to reach with this article. Yours is the ideology that results in ridiculous hiring quotas, where an organization will refuse to hire perfectly good applicants, merely because they are of a race that is &quot;over-represented&quot;; as though that matters. Yours is also the ideology that results in Pol Pot murdering everyone with reading glasses because people who can read seem like they might be upper class&lt;/span&gt;&lt;a href=&quot;#zwjim3b7s5vowm&quot;&gt;&lt;span data-footnote-id=&quot;zwjim3b7s5vowm&quot; data-footnote-info=&quot;{&amp;quot;footnote&amp;quot;:{&amp;quot;refchars&amp;quot;:[],&amp;quot;fmt&amp;quot;:&amp;quot;num&amp;quot;,&amp;quot;stnum&amp;quot;:1}}&quot; data-text-info=&quot;{&amp;quot;cls&amp;quot;:&amp;quot;footnote&amp;quot;}&quot; style=&quot;color: black; font-variant-east-asian: normal; font-variant-numeric: normal; letter-spacing: 0pt; text-decoration-line: none; vertical-align: super;&quot;&gt;[5]&lt;/span&gt;&lt;/a&gt;&lt;span style=&quot;font-variant-east-asian: normal; font-variant-numeric: normal; letter-spacing: 0pt; vertical-align: baseline;&quot;&gt;. &lt;/span&gt;&lt;span style=&quot;font-variant-east-asian: normal; font-variant-numeric: normal; letter-spacing: 0pt; vertical-align: baseline;&quot;&gt;However, the majority, &lt;/span&gt;&lt;span style=&quot;font-variant-east-asian: normal; font-variant-numeric: normal; letter-spacing: 0pt; vertical-align: baseline;&quot;&gt;who &lt;/span&gt;&lt;span style=&quot;font-style: italic; font-variant-east-asian: normal; font-variant-numeric: normal; letter-spacing: 0pt; vertical-align: baseline;&quot;&gt;aren&#39;t&lt;/span&gt;&lt;span style=&quot;font-variant-east-asian: normal; font-variant-numeric: normal; letter-spacing: 0pt; vertical-align: baseline;&quot;&gt;&amp;nbsp;&lt;/span&gt;&lt;span style=&quot;font-variant-east-asian: normal; font-variant-numeric: normal; letter-spacing: 0pt; vertical-align: baseline;&quot;&gt;monsters&lt;/span&gt;&lt;span style=&quot;font-style: italic; font-variant-east-asian: normal; font-variant-numeric: normal; letter-spacing: 0pt; vertical-align: baseline;&quot;&gt;,&lt;/span&gt;&lt;span style=&quot;font-style: italic; font-variant-east-asian: normal; font-variant-numeric: normal; letter-spacing: 0pt; vertical-align: baseline;&quot;&gt;&amp;nbsp;&lt;/span&gt;&lt;span style=&quot;font-variant-east-asian: normal; font-variant-numeric: normal; letter-spacing: 0pt; vertical-align: baseline;&quot;&gt;would probably say that I&#39;m talking about &quot;equality of outcome&quot;, whereas what they support is &quot;equality of opportunity.&quot;&lt;/span&gt;&lt;/span&gt;&lt;/p&gt;&lt;p class=&quot;zw-paragraph&quot; data-margin-bottom=&quot;0pt&quot; data-margin-left=&quot;0in&quot; data-text-indent=&quot;0in&quot; data-textformat=&quot;{&amp;quot;ff&amp;quot;:&amp;quot;Roboto&amp;quot;,&amp;quot;size&amp;quot;:&amp;quot;12&amp;quot;,&amp;quot;type&amp;quot;:&amp;quot;text&amp;quot;}&quot; data_styles=&quot;{&amp;quot;ff&amp;quot;:&amp;quot;Roboto&amp;quot;,&amp;quot;size&amp;quot;:&amp;quot;12&amp;quot;,&amp;quot;type&amp;quot;:&amp;quot;text&amp;quot;}&quot; style=&quot;line-height: 1.2; margin: 0px 0px 0pt 0in; text-align: left; text-indent: 0in;&quot;&gt;&lt;span class=&quot;EOP&quot; style=&quot;font-family: inherit;&quot;&gt;&amp;nbsp;&lt;/span&gt;&lt;/p&gt;&lt;p class=&quot;zw-paragraph&quot; data-margin-bottom=&quot;0pt&quot; data-margin-left=&quot;0in&quot; data-text-indent=&quot;0in&quot; data-textformat=&quot;{&amp;quot;ff&amp;quot;:&amp;quot;Roboto&amp;quot;,&amp;quot;size&amp;quot;:&amp;quot;12&amp;quot;,&amp;quot;type&amp;quot;:&amp;quot;text&amp;quot;}&quot; data_styles=&quot;{&amp;quot;ff&amp;quot;:&amp;quot;Roboto&amp;quot;,&amp;quot;size&amp;quot;:&amp;quot;12&amp;quot;,&amp;quot;type&amp;quot;:&amp;quot;text&amp;quot;}&quot; style=&quot;line-height: 1.2; margin: 0px 0px 0pt 0in; text-align: left; text-indent: 0in;&quot;&gt;&lt;span style=&quot;font-family: inherit; font-weight: 700;&quot;&gt;Equality Of Opportunity&lt;/span&gt;&lt;/p&gt;&lt;p class=&quot;zw-paragraph&quot; data-margin-bottom=&quot;0pt&quot; data-margin-left=&quot;0in&quot; data-text-indent=&quot;0in&quot; data-textformat=&quot;{&amp;quot;ff&amp;quot;:&amp;quot;Roboto&amp;quot;,&amp;quot;size&amp;quot;:&amp;quot;12&amp;quot;,&amp;quot;type&amp;quot;:&amp;quot;text&amp;quot;}&quot; data_styles=&quot;{&amp;quot;ff&amp;quot;:&amp;quot;Roboto&amp;quot;,&amp;quot;size&amp;quot;:&amp;quot;12&amp;quot;,&amp;quot;type&amp;quot;:&amp;quot;text&amp;quot;}&quot; style=&quot;line-height: 1.2; margin: 0px 0px 0pt 0in; text-align: left; text-indent: 0in;&quot;&gt;&lt;span class=&quot;EOP&quot; style=&quot;font-family: inherit;&quot;&gt;&amp;nbsp;&lt;/span&gt;&lt;/p&gt;&lt;p class=&quot;zw-paragraph&quot; data-margin-bottom=&quot;0pt&quot; data-margin-left=&quot;0in&quot; data-text-indent=&quot;0in&quot; data-textformat=&quot;{&amp;quot;ff&amp;quot;:&amp;quot;Roboto&amp;quot;,&amp;quot;size&amp;quot;:&amp;quot;12&amp;quot;,&amp;quot;type&amp;quot;:&amp;quot;text&amp;quot;}&quot; data_styles=&quot;{&amp;quot;ff&amp;quot;:&amp;quot;Roboto&amp;quot;,&amp;quot;size&amp;quot;:&amp;quot;12&amp;quot;,&amp;quot;type&amp;quot;:&amp;quot;text&amp;quot;}&quot; style=&quot;line-height: 1.2; margin: 0px 0px 0pt 0in; text-align: left; text-indent: 0in;&quot;&gt;&lt;span style=&quot;font-family: inherit;&quot;&gt;&lt;span&gt;Let me introduce you to Professor Adam Swift. Swift is someone who actually takes &quot;equality of opportunity&quot; seriously. To that end, he is very concerned about whether we need to stop parents from taking care of their own children too well, lest they give their children an unfair advantage above other children. The following quotes are from an interview with ABC&lt;/span&gt;&lt;a href=&quot;#zwpx3qw228bhfr&quot;&gt;&lt;span data-footnote-id=&quot;zwpx3qw228bhfr&quot; data-footnote-info=&quot;{&amp;quot;footnote&amp;quot;:{&amp;quot;refchars&amp;quot;:[],&amp;quot;fmt&amp;quot;:&amp;quot;num&amp;quot;,&amp;quot;stnum&amp;quot;:1}}&quot; data-text-info=&quot;{&amp;quot;cls&amp;quot;:&amp;quot;footnote&amp;quot;}&quot; style=&quot;color: black; font-variant-east-asian: normal; font-variant-numeric: normal; letter-spacing: 0pt; text-decoration-line: none; vertical-align: super;&quot;&gt;[6]&lt;/span&gt;&lt;/a&gt;&lt;span style=&quot;font-variant-east-asian: normal; font-variant-numeric: normal; letter-spacing: 0pt;&quot;&gt;:&lt;/span&gt;&lt;/span&gt;&lt;/p&gt;&lt;p class=&quot;zw-paragraph heading0&quot; data-hd-info=&quot;0&quot; data-header=&quot;0&quot; data-margin-bottom=&quot;0pt&quot; data-margin-left=&quot;0in&quot; data-text-indent=&quot;0in&quot; data-textformat=&quot;{&amp;quot;ff&amp;quot;:&amp;quot;Roboto&amp;quot;,&amp;quot;fv&amp;quot;:&amp;quot;normal&amp;quot;,&amp;quot;td&amp;quot;:&amp;quot;none&amp;quot;,&amp;quot;cs&amp;quot;:&amp;quot;0pt&amp;quot;,&amp;quot;fw&amp;quot;:&amp;quot;none&amp;quot;,&amp;quot;fgc&amp;quot;:&amp;quot;rgb(0, 0, 0)&amp;quot;,&amp;quot;size&amp;quot;:&amp;quot;12&amp;quot;,&amp;quot;va&amp;quot;:&amp;quot;baseline&amp;quot;,&amp;quot;type&amp;quot;:&amp;quot;text&amp;quot;,&amp;quot;fs&amp;quot;:&amp;quot;normal&amp;quot;,&amp;quot;bgc&amp;quot;:&amp;quot;rgba(0, 0, 0, 0)&amp;quot;}&quot; data_styles=&quot;{&amp;quot;ff&amp;quot;:&amp;quot;Roboto&amp;quot;,&amp;quot;fv&amp;quot;:&amp;quot;normal&amp;quot;,&amp;quot;td&amp;quot;:&amp;quot;none&amp;quot;,&amp;quot;cs&amp;quot;:&amp;quot;0pt&amp;quot;,&amp;quot;fw&amp;quot;:&amp;quot;none&amp;quot;,&amp;quot;fgc&amp;quot;:&amp;quot;rgb(0, 0, 0)&amp;quot;,&amp;quot;size&amp;quot;:&amp;quot;12&amp;quot;,&amp;quot;va&amp;quot;:&amp;quot;baseline&amp;quot;,&amp;quot;type&amp;quot;:&amp;quot;text&amp;quot;,&amp;quot;fs&amp;quot;:&amp;quot;normal&amp;quot;,&amp;quot;bgc&amp;quot;:&amp;quot;rgba(0, 0, 0, 0)&amp;quot;}&quot; style=&quot;direction: ltr; line-height: 1.2; margin: 0px 0px 0pt 0in; text-align: left; text-indent: 0in;&quot;&gt;&lt;span class=&quot;EOP&quot; style=&quot;font-family: inherit;&quot;&gt;&amp;nbsp;&lt;/span&gt;&lt;/p&gt;&lt;p class=&quot;zw-paragraph heading0&quot; data-hd-info=&quot;0&quot; data-header=&quot;0&quot; data-margin-bottom=&quot;0pt&quot; data-margin-left=&quot;0.5in&quot; data-text-indent=&quot;0in&quot; data-textformat=&quot;{&amp;quot;ff&amp;quot;:&amp;quot;Roboto&amp;quot;,&amp;quot;fgc&amp;quot;:&amp;quot;rgb(0, 0, 0)&amp;quot;,&amp;quot;size&amp;quot;:&amp;quot;12&amp;quot;,&amp;quot;type&amp;quot;:&amp;quot;text&amp;quot;}&quot; data_styles=&quot;{&amp;quot;ff&amp;quot;:&amp;quot;Roboto&amp;quot;,&amp;quot;fgc&amp;quot;:&amp;quot;rgb(0, 0, 0)&amp;quot;,&amp;quot;size&amp;quot;:&amp;quot;12&amp;quot;,&amp;quot;type&amp;quot;:&amp;quot;text&amp;quot;}&quot; style=&quot;direction: ltr; line-height: 1.2; margin: 0px 0px 0pt 0.5in; text-align: left; text-indent: 0in;&quot;&gt;&lt;span style=&quot;font-family: inherit; font-style: italic; font-variant-east-asian: normal; font-variant-numeric: normal; letter-spacing: 0pt; vertical-align: baseline;&quot;&gt;&quot;What we realized we needed was a way of thinking about what it was we wanted to allow parents to do for their children, and what it was that we didn’t need to allow parents to do for their children, if allowing those activities would create unfairnesses for other people’s children.&quot;&lt;/span&gt;&lt;/p&gt;&lt;p class=&quot;zw-paragraph heading0&quot; data-hd-info=&quot;0&quot; data-header=&quot;0&quot; data-margin-bottom=&quot;0pt&quot; data-margin-left=&quot;0in&quot; data-text-indent=&quot;0in&quot; data-textformat=&quot;{&amp;quot;ff&amp;quot;:&amp;quot;Roboto&amp;quot;,&amp;quot;fgc&amp;quot;:&amp;quot;rgb(0, 0, 0)&amp;quot;,&amp;quot;size&amp;quot;:&amp;quot;12&amp;quot;,&amp;quot;type&amp;quot;:&amp;quot;text&amp;quot;}&quot; data_styles=&quot;{&amp;quot;ff&amp;quot;:&amp;quot;Roboto&amp;quot;,&amp;quot;fgc&amp;quot;:&amp;quot;rgb(0, 0, 0)&amp;quot;,&amp;quot;size&amp;quot;:&amp;quot;12&amp;quot;,&amp;quot;type&amp;quot;:&amp;quot;text&amp;quot;}&quot; style=&quot;direction: ltr; line-height: 1.2; margin: 0px 0px 0pt 0in; text-align: left; text-indent: 0in;&quot;&gt;&lt;span class=&quot;EOP&quot; style=&quot;font-family: inherit;&quot;&gt;&amp;nbsp;&lt;/span&gt;&lt;/p&gt;&lt;p class=&quot;zw-paragraph heading0&quot; data-hd-info=&quot;0&quot; data-header=&quot;0&quot; data-margin-bottom=&quot;0pt&quot; data-margin-left=&quot;0in&quot; data-text-indent=&quot;0in&quot; data-textformat=&quot;{&amp;quot;ff&amp;quot;:&amp;quot;Roboto&amp;quot;,&amp;quot;fgc&amp;quot;:&amp;quot;rgb(0, 0, 0)&amp;quot;,&amp;quot;size&amp;quot;:&amp;quot;12&amp;quot;,&amp;quot;type&amp;quot;:&amp;quot;text&amp;quot;}&quot; data_styles=&quot;{&amp;quot;ff&amp;quot;:&amp;quot;Roboto&amp;quot;,&amp;quot;fgc&amp;quot;:&amp;quot;rgb(0, 0, 0)&amp;quot;,&amp;quot;size&amp;quot;:&amp;quot;12&amp;quot;,&amp;quot;type&amp;quot;:&amp;quot;text&amp;quot;}&quot; style=&quot;direction: ltr; line-height: 1.2; margin: 0px 0px 0pt 0in; text-align: left; text-indent: 0in;&quot;&gt;&lt;span style=&quot;font-family: inherit;&quot;&gt;As a result of this reasoning, Swift vehemently opposes parents&#39; right to send their kids to a private school.&lt;/span&gt;&lt;/p&gt;&lt;p class=&quot;zw-paragraph heading0&quot; data-hd-info=&quot;0&quot; data-header=&quot;0&quot; data-margin-bottom=&quot;0pt&quot; data-margin-left=&quot;0in&quot; data-text-indent=&quot;0in&quot; data-textformat=&quot;{&amp;quot;ff&amp;quot;:&amp;quot;Roboto&amp;quot;,&amp;quot;fgc&amp;quot;:&amp;quot;rgb(0, 0, 0)&amp;quot;,&amp;quot;size&amp;quot;:&amp;quot;12&amp;quot;,&amp;quot;type&amp;quot;:&amp;quot;text&amp;quot;}&quot; data_styles=&quot;{&amp;quot;ff&amp;quot;:&amp;quot;Roboto&amp;quot;,&amp;quot;fgc&amp;quot;:&amp;quot;rgb(0, 0, 0)&amp;quot;,&amp;quot;size&amp;quot;:&amp;quot;12&amp;quot;,&amp;quot;type&amp;quot;:&amp;quot;text&amp;quot;}&quot; style=&quot;direction: ltr; line-height: 1.2; margin: 0px 0px 0pt 0in; text-align: left; text-indent: 0in;&quot;&gt;&lt;span class=&quot;EOP&quot; style=&quot;font-family: inherit;&quot;&gt;&amp;nbsp;&lt;/span&gt;&lt;/p&gt;&lt;p class=&quot;zw-paragraph heading0&quot; data-hd-info=&quot;0&quot; data-header=&quot;0&quot; data-margin-bottom=&quot;0pt&quot; data-margin-left=&quot;0.5in&quot; data-text-indent=&quot;0in&quot; data-textformat=&quot;{&amp;quot;ff&amp;quot;:&amp;quot;Roboto&amp;quot;,&amp;quot;fgc&amp;quot;:&amp;quot;rgb(0, 0, 0)&amp;quot;,&amp;quot;size&amp;quot;:&amp;quot;12&amp;quot;,&amp;quot;type&amp;quot;:&amp;quot;text&amp;quot;}&quot; data_styles=&quot;{&amp;quot;ff&amp;quot;:&amp;quot;Roboto&amp;quot;,&amp;quot;fgc&amp;quot;:&amp;quot;rgb(0, 0, 0)&amp;quot;,&amp;quot;size&amp;quot;:&amp;quot;12&amp;quot;,&amp;quot;type&amp;quot;:&amp;quot;text&amp;quot;}&quot; style=&quot;direction: ltr; line-height: 1.2; margin: 0px 0px 0pt 0.5in; text-align: left; text-indent: 0in;&quot;&gt;&lt;span style=&quot;font-family: inherit; font-style: italic; font-variant-east-asian: normal; font-variant-numeric: normal; letter-spacing: 0pt; vertical-align: baseline;&quot;&gt;&quot;Private schooling cannot be justified by appeal to these familial relationship goods,’ he says. ‘It’s just not the case that in order for a family to realize these intimate, loving, authoritative, affectionate, love-based relationships you need to be able to send your child to an elite private school.&quot;&lt;/span&gt;&lt;/p&gt;&lt;p class=&quot;zw-paragraph heading0&quot; data-hd-info=&quot;0&quot; data-header=&quot;0&quot; data-margin-bottom=&quot;0pt&quot; data-margin-left=&quot;0in&quot; data-text-indent=&quot;0in&quot; data-textformat=&quot;{&amp;quot;ff&amp;quot;:&amp;quot;Roboto&amp;quot;,&amp;quot;fv&amp;quot;:&amp;quot;normal&amp;quot;,&amp;quot;td&amp;quot;:&amp;quot;none&amp;quot;,&amp;quot;cs&amp;quot;:&amp;quot;0pt&amp;quot;,&amp;quot;fw&amp;quot;:&amp;quot;none&amp;quot;,&amp;quot;fgc&amp;quot;:&amp;quot;rgb(0, 0, 0)&amp;quot;,&amp;quot;size&amp;quot;:&amp;quot;12&amp;quot;,&amp;quot;va&amp;quot;:&amp;quot;baseline&amp;quot;,&amp;quot;type&amp;quot;:&amp;quot;text&amp;quot;,&amp;quot;fs&amp;quot;:&amp;quot;normal&amp;quot;,&amp;quot;bgc&amp;quot;:&amp;quot;rgba(0, 0, 0, 0)&amp;quot;}&quot; data_styles=&quot;{&amp;quot;ff&amp;quot;:&amp;quot;Roboto&amp;quot;,&amp;quot;fv&amp;quot;:&amp;quot;normal&amp;quot;,&amp;quot;td&amp;quot;:&amp;quot;none&amp;quot;,&amp;quot;cs&amp;quot;:&amp;quot;0pt&amp;quot;,&amp;quot;fw&amp;quot;:&amp;quot;none&amp;quot;,&amp;quot;fgc&amp;quot;:&amp;quot;rgb(0, 0, 0)&amp;quot;,&amp;quot;size&amp;quot;:&amp;quot;12&amp;quot;,&amp;quot;va&amp;quot;:&amp;quot;baseline&amp;quot;,&amp;quot;type&amp;quot;:&amp;quot;text&amp;quot;,&amp;quot;fs&amp;quot;:&amp;quot;normal&amp;quot;,&amp;quot;bgc&amp;quot;:&amp;quot;rgba(0, 0, 0, 0)&amp;quot;}&quot; style=&quot;direction: ltr; line-height: 1.2; margin: 0px 0px 0pt 0in; text-align: left; text-indent: 0in;&quot;&gt;&lt;span class=&quot;EOP&quot; style=&quot;font-family: inherit;&quot;&gt;&amp;nbsp;&lt;/span&gt;&lt;/p&gt;&lt;p class=&quot;zw-paragraph heading0&quot; data-hd-info=&quot;0&quot; data-header=&quot;0&quot; data-margin-bottom=&quot;0pt&quot; data-margin-left=&quot;0in&quot; data-text-indent=&quot;0in&quot; data-textformat=&quot;{&amp;quot;ff&amp;quot;:&amp;quot;Roboto&amp;quot;,&amp;quot;fv&amp;quot;:&amp;quot;normal&amp;quot;,&amp;quot;td&amp;quot;:&amp;quot;none&amp;quot;,&amp;quot;cs&amp;quot;:&amp;quot;0pt&amp;quot;,&amp;quot;fw&amp;quot;:&amp;quot;none&amp;quot;,&amp;quot;fgc&amp;quot;:&amp;quot;rgb(0, 0, 0)&amp;quot;,&amp;quot;size&amp;quot;:&amp;quot;12&amp;quot;,&amp;quot;va&amp;quot;:&amp;quot;baseline&amp;quot;,&amp;quot;type&amp;quot;:&amp;quot;text&amp;quot;,&amp;quot;fs&amp;quot;:&amp;quot;normal&amp;quot;,&amp;quot;bgc&amp;quot;:&amp;quot;rgba(0, 0, 0, 0)&amp;quot;}&quot; data_styles=&quot;{&amp;quot;ff&amp;quot;:&amp;quot;Roboto&amp;quot;,&amp;quot;fv&amp;quot;:&amp;quot;normal&amp;quot;,&amp;quot;td&amp;quot;:&amp;quot;none&amp;quot;,&amp;quot;cs&amp;quot;:&amp;quot;0pt&amp;quot;,&amp;quot;fw&amp;quot;:&amp;quot;none&amp;quot;,&amp;quot;fgc&amp;quot;:&amp;quot;rgb(0, 0, 0)&amp;quot;,&amp;quot;size&amp;quot;:&amp;quot;12&amp;quot;,&amp;quot;va&amp;quot;:&amp;quot;baseline&amp;quot;,&amp;quot;type&amp;quot;:&amp;quot;text&amp;quot;,&amp;quot;fs&amp;quot;:&amp;quot;normal&amp;quot;,&amp;quot;bgc&amp;quot;:&amp;quot;rgba(0, 0, 0, 0)&amp;quot;}&quot; style=&quot;direction: ltr; line-height: 1.2; margin: 0px 0px 0pt 0in; text-align: left; text-indent: 0in;&quot;&gt;&lt;span style=&quot;font-family: inherit; font-variant-east-asian: normal; font-variant-numeric: normal; letter-spacing: 0pt; vertical-align: baseline;&quot;&gt;He isn&#39;t as extreme as he could be, though. Despite the fact that it confers an &quot;unfair advantage&quot; upon your children, he will still allow you to read to them—although you should occasionally feel guilty for doing so.&lt;/span&gt;&lt;/p&gt;&lt;p class=&quot;zw-paragraph heading0&quot; data-hd-info=&quot;0&quot; data-header=&quot;0&quot; data-margin-bottom=&quot;0pt&quot; data-margin-left=&quot;0in&quot; data-text-indent=&quot;0in&quot; data-textformat=&quot;{&amp;quot;ff&amp;quot;:&amp;quot;Roboto&amp;quot;,&amp;quot;fv&amp;quot;:&amp;quot;normal&amp;quot;,&amp;quot;td&amp;quot;:&amp;quot;none&amp;quot;,&amp;quot;cs&amp;quot;:&amp;quot;0pt&amp;quot;,&amp;quot;fw&amp;quot;:&amp;quot;none&amp;quot;,&amp;quot;fgc&amp;quot;:&amp;quot;rgb(0, 0, 0)&amp;quot;,&amp;quot;size&amp;quot;:&amp;quot;12&amp;quot;,&amp;quot;va&amp;quot;:&amp;quot;baseline&amp;quot;,&amp;quot;type&amp;quot;:&amp;quot;text&amp;quot;,&amp;quot;fs&amp;quot;:&amp;quot;normal&amp;quot;,&amp;quot;bgc&amp;quot;:&amp;quot;rgba(0, 0, 0, 0)&amp;quot;}&quot; data_styles=&quot;{&amp;quot;ff&amp;quot;:&amp;quot;Roboto&amp;quot;,&amp;quot;fv&amp;quot;:&amp;quot;normal&amp;quot;,&amp;quot;td&amp;quot;:&amp;quot;none&amp;quot;,&amp;quot;cs&amp;quot;:&amp;quot;0pt&amp;quot;,&amp;quot;fw&amp;quot;:&amp;quot;none&amp;quot;,&amp;quot;fgc&amp;quot;:&amp;quot;rgb(0, 0, 0)&amp;quot;,&amp;quot;size&amp;quot;:&amp;quot;12&amp;quot;,&amp;quot;va&amp;quot;:&amp;quot;baseline&amp;quot;,&amp;quot;type&amp;quot;:&amp;quot;text&amp;quot;,&amp;quot;fs&amp;quot;:&amp;quot;normal&amp;quot;,&amp;quot;bgc&amp;quot;:&amp;quot;rgba(0, 0, 0, 0)&amp;quot;}&quot; style=&quot;direction: ltr; line-height: 1.2; margin: 0px 0px 0pt 0in; text-align: left; text-indent: 0in;&quot;&gt;&lt;span class=&quot;EOP&quot; style=&quot;font-family: inherit;&quot;&gt;&amp;nbsp;&lt;/span&gt;&lt;/p&gt;&lt;p class=&quot;zw-paragraph&quot; data-margin-bottom=&quot;0pt&quot; data-margin-left=&quot;0.5in&quot; data-text-indent=&quot;0in&quot; data-textformat=&quot;{&amp;quot;ff&amp;quot;:&amp;quot;Roboto&amp;quot;,&amp;quot;size&amp;quot;:&amp;quot;12&amp;quot;,&amp;quot;type&amp;quot;:&amp;quot;text&amp;quot;}&quot; data_styles=&quot;{&amp;quot;ff&amp;quot;:&amp;quot;Roboto&amp;quot;,&amp;quot;size&amp;quot;:&amp;quot;12&amp;quot;,&amp;quot;type&amp;quot;:&amp;quot;text&amp;quot;}&quot; style=&quot;line-height: 1.2; margin: 0px 0px 0pt 0.5in; text-align: left; text-indent: 0in;&quot;&gt;&lt;span style=&quot;font-family: inherit; font-style: italic; font-variant-east-asian: normal; font-variant-numeric: normal; letter-spacing: 0pt; vertical-align: baseline;&quot;&gt;&quot;I don’t think parents reading their children bedtime stories should constantly have in their minds the way that they are unfairly disadvantaging other people’s children, but I think they should have that thought occasionally,&quot;&lt;/span&gt;&lt;/p&gt;&lt;p class=&quot;zw-paragraph&quot; data-margin-bottom=&quot;0pt&quot; data-margin-left=&quot;0in&quot; data-text-indent=&quot;0in&quot; data-textformat=&quot;{&amp;quot;ff&amp;quot;:&amp;quot;Roboto&amp;quot;,&amp;quot;size&amp;quot;:&amp;quot;12&amp;quot;,&amp;quot;type&amp;quot;:&amp;quot;text&amp;quot;}&quot; data_styles=&quot;{&amp;quot;ff&amp;quot;:&amp;quot;Roboto&amp;quot;,&amp;quot;size&amp;quot;:&amp;quot;12&amp;quot;,&amp;quot;type&amp;quot;:&amp;quot;text&amp;quot;}&quot; style=&quot;line-height: 1.2; margin: 0px 0px 0pt 0in; text-align: left; text-indent: 0in;&quot;&gt;&lt;span class=&quot;EOP&quot; style=&quot;font-family: inherit;&quot;&gt;&amp;nbsp;&lt;/span&gt;&lt;/p&gt;&lt;p class=&quot;zw-paragraph&quot; data-margin-bottom=&quot;0pt&quot; data-margin-left=&quot;0in&quot; data-text-indent=&quot;0in&quot; data-textformat=&quot;{&amp;quot;ff&amp;quot;:&amp;quot;Roboto&amp;quot;,&amp;quot;size&amp;quot;:&amp;quot;12&amp;quot;,&amp;quot;type&amp;quot;:&amp;quot;text&amp;quot;}&quot; data_styles=&quot;{&amp;quot;ff&amp;quot;:&amp;quot;Roboto&amp;quot;,&amp;quot;size&amp;quot;:&amp;quot;12&amp;quot;,&amp;quot;type&amp;quot;:&amp;quot;text&amp;quot;}&quot; style=&quot;line-height: 1.2; margin: 0px 0px 0pt 0in; text-align: left; text-indent: 0in;&quot;&gt;&lt;span style=&quot;font-family: inherit;&quot;&gt;It&#39;s worth noting here that reading to a child apparently has a larger effect on his future than sending him to a private school.&lt;/span&gt;&lt;/p&gt;&lt;p class=&quot;zw-paragraph&quot; data-margin-bottom=&quot;0pt&quot; data-margin-left=&quot;0in&quot; data-text-indent=&quot;0in&quot; data-textformat=&quot;{&amp;quot;ff&amp;quot;:&amp;quot;Roboto&amp;quot;,&amp;quot;size&amp;quot;:&amp;quot;12&amp;quot;,&amp;quot;type&amp;quot;:&amp;quot;text&amp;quot;}&quot; data_styles=&quot;{&amp;quot;ff&amp;quot;:&amp;quot;Roboto&amp;quot;,&amp;quot;size&amp;quot;:&amp;quot;12&amp;quot;,&amp;quot;type&amp;quot;:&amp;quot;text&amp;quot;}&quot; style=&quot;line-height: 1.2; margin: 0px 0px 0pt 0in; text-align: left; text-indent: 0in;&quot;&gt;&lt;span class=&quot;EOP&quot; style=&quot;font-family: inherit;&quot;&gt;&amp;nbsp;&lt;/span&gt;&lt;/p&gt;&lt;p class=&quot;zw-paragraph&quot; data-margin-bottom=&quot;0pt&quot; data-margin-left=&quot;0.5in&quot; data-text-indent=&quot;0in&quot; data-textformat=&quot;{&amp;quot;ff&amp;quot;:&amp;quot;Roboto&amp;quot;,&amp;quot;size&amp;quot;:&amp;quot;12&amp;quot;,&amp;quot;type&amp;quot;:&amp;quot;text&amp;quot;}&quot; data_styles=&quot;{&amp;quot;ff&amp;quot;:&amp;quot;Roboto&amp;quot;,&amp;quot;size&amp;quot;:&amp;quot;12&amp;quot;,&amp;quot;type&amp;quot;:&amp;quot;text&amp;quot;}&quot; style=&quot;line-height: 1.2; margin: 0px 0px 0pt 0.5in; text-align: left; text-indent: 0in;&quot;&gt;&lt;span style=&quot;font-family: inherit; font-style: italic; font-variant-east-asian: normal; font-variant-numeric: normal; letter-spacing: 0pt; vertical-align: baseline;&quot;&gt;&quot;‘The evidence shows that the difference between those who get bedtime stories and those who don’t—the difference in their life chances—is bigger than the difference between those who get elite private schooling and those that don’t,&quot;&lt;/span&gt;&lt;/p&gt;&lt;p class=&quot;zw-paragraph&quot; data-margin-bottom=&quot;0pt&quot; data-margin-left=&quot;0in&quot; data-text-indent=&quot;0in&quot; data-textformat=&quot;{&amp;quot;ff&amp;quot;:&amp;quot;Roboto&amp;quot;,&amp;quot;fv&amp;quot;:&amp;quot;normal&amp;quot;,&amp;quot;td&amp;quot;:&amp;quot;none&amp;quot;,&amp;quot;cs&amp;quot;:&amp;quot;0pt&amp;quot;,&amp;quot;fw&amp;quot;:&amp;quot;none&amp;quot;,&amp;quot;fgc&amp;quot;:&amp;quot;rgb(0, 0, 0)&amp;quot;,&amp;quot;size&amp;quot;:&amp;quot;12.00&amp;quot;,&amp;quot;va&amp;quot;:&amp;quot;baseline&amp;quot;,&amp;quot;fw_i&amp;quot;:400,&amp;quot;type&amp;quot;:&amp;quot;text&amp;quot;,&amp;quot;fs&amp;quot;:&amp;quot;none&amp;quot;,&amp;quot;bgc&amp;quot;:&amp;quot;rgba(0, 0, 0, 0)&amp;quot;}&quot; data_styles=&quot;{&amp;quot;ff&amp;quot;:&amp;quot;Roboto&amp;quot;,&amp;quot;fv&amp;quot;:&amp;quot;normal&amp;quot;,&amp;quot;td&amp;quot;:&amp;quot;none&amp;quot;,&amp;quot;cs&amp;quot;:&amp;quot;0pt&amp;quot;,&amp;quot;fw&amp;quot;:&amp;quot;none&amp;quot;,&amp;quot;fgc&amp;quot;:&amp;quot;rgb(0, 0, 0)&amp;quot;,&amp;quot;size&amp;quot;:&amp;quot;12.00&amp;quot;,&amp;quot;va&amp;quot;:&amp;quot;baseline&amp;quot;,&amp;quot;fw_i&amp;quot;:400,&amp;quot;type&amp;quot;:&amp;quot;text&amp;quot;,&amp;quot;fs&amp;quot;:&amp;quot;none&amp;quot;,&amp;quot;bgc&amp;quot;:&amp;quot;rgba(0, 0, 0, 0)&amp;quot;}&quot; style=&quot;line-height: 1.2; margin: 0px 0px 0pt 0in; text-align: left; text-indent: 0in;&quot;&gt;&lt;span class=&quot;EOP&quot; style=&quot;font-family: inherit;&quot;&gt;&amp;nbsp;&lt;/span&gt;&lt;/p&gt;&lt;p class=&quot;zw-paragraph&quot; data-margin-bottom=&quot;0pt&quot; data-margin-left=&quot;0in&quot; data-text-indent=&quot;0in&quot; data-textformat=&quot;{&amp;quot;ff&amp;quot;:&amp;quot;Roboto&amp;quot;,&amp;quot;size&amp;quot;:&amp;quot;12&amp;quot;,&amp;quot;type&amp;quot;:&amp;quot;text&amp;quot;}&quot; data_styles=&quot;{&amp;quot;ff&amp;quot;:&amp;quot;Roboto&amp;quot;,&amp;quot;size&amp;quot;:&amp;quot;12&amp;quot;,&amp;quot;type&amp;quot;:&amp;quot;text&amp;quot;}&quot; style=&quot;line-height: 1.2; margin: 0px 0px 0pt 0in; text-align: left; text-indent: 0in;&quot;&gt;&lt;span style=&quot;font-family: inherit;&quot;&gt;Remember, it is precisely because of this large benefit to your child, that you should feel guilty about reading to him. This is what even a moderate dedication to equality of opportunity actually looks like. If a child doesn&#39;t have parents who will read him bedtime stories, that is not something the child can get back. It&#39;s simply an opportunity he or she will never have.&lt;/span&gt;&lt;/p&gt;&lt;p class=&quot;zw-paragraph&quot; data-margin-bottom=&quot;0pt&quot; data-margin-left=&quot;0in&quot; data-text-indent=&quot;0in&quot; data-textformat=&quot;{&amp;quot;ff&amp;quot;:&amp;quot;Roboto&amp;quot;,&amp;quot;size&amp;quot;:&amp;quot;12&amp;quot;,&amp;quot;type&amp;quot;:&amp;quot;text&amp;quot;}&quot; data_styles=&quot;{&amp;quot;ff&amp;quot;:&amp;quot;Roboto&amp;quot;,&amp;quot;size&amp;quot;:&amp;quot;12&amp;quot;,&amp;quot;type&amp;quot;:&amp;quot;text&amp;quot;}&quot; style=&quot;line-height: 1.2; margin: 0px 0px 0pt 0in; text-align: left; text-indent: 0in;&quot;&gt;&lt;span class=&quot;EOP&quot; style=&quot;font-family: inherit;&quot;&gt;&amp;nbsp;&lt;/span&gt;&lt;/p&gt;&lt;p class=&quot;zw-paragraph&quot; data-margin-bottom=&quot;0pt&quot; data-margin-left=&quot;0in&quot; data-text-indent=&quot;0in&quot; data-textformat=&quot;{&amp;quot;ff&amp;quot;:&amp;quot;Roboto&amp;quot;,&amp;quot;size&amp;quot;:&amp;quot;12&amp;quot;,&amp;quot;type&amp;quot;:&amp;quot;text&amp;quot;}&quot; data_styles=&quot;{&amp;quot;ff&amp;quot;:&amp;quot;Roboto&amp;quot;,&amp;quot;size&amp;quot;:&amp;quot;12&amp;quot;,&amp;quot;type&amp;quot;:&amp;quot;text&amp;quot;}&quot; style=&quot;line-height: 1.2; margin: 0px 0px 0pt 0in; text-align: left; text-indent: 0in;&quot;&gt;&lt;span style=&quot;font-family: inherit;&quot;&gt;&lt;span&gt;To head off a possible objection at the pass here, if you&#39;d say that the solution to this inequality should not be to prevent some parents from reading to their kids, but to give other children the opportunity to be read to, then recall the reasoning from our discussion of equality of outcome. If you would never say it&#39;s a good thing to reduce the net opportunities available to people in order to reduce inequality of opportunity, then your position is indistinguishable from someone who doesn&#39;t care &lt;/span&gt;&lt;span style=&quot;font-style: italic;&quot;&gt;at all&lt;/span&gt;&lt;span&gt; about equality, but just wants people to be better off. To drive that home, let&#39;s say I do something nice to give an additional opportunity to a child who already has more opportunities than the average child. Assume this is at no cost to any other child. If you really believe in equality of opportunity you &lt;/span&gt;&lt;span style=&quot;font-style: italic;&quot;&gt;must&lt;/span&gt;&lt;span&gt; be willing to say that I might have done something bad by improving a child&#39;s life.&lt;/span&gt;&lt;/span&gt;&lt;/p&gt;&lt;p class=&quot;zw-paragraph&quot; data-margin-bottom=&quot;0pt&quot; data-margin-left=&quot;0in&quot; data-text-indent=&quot;0in&quot; data-textformat=&quot;{&amp;quot;ff&amp;quot;:&amp;quot;Roboto&amp;quot;,&amp;quot;size&amp;quot;:&amp;quot;12&amp;quot;,&amp;quot;type&amp;quot;:&amp;quot;text&amp;quot;,&amp;quot;fs&amp;quot;:&amp;quot;none&amp;quot;}&quot; data_styles=&quot;{&amp;quot;ff&amp;quot;:&amp;quot;Roboto&amp;quot;,&amp;quot;size&amp;quot;:&amp;quot;12&amp;quot;,&amp;quot;type&amp;quot;:&amp;quot;text&amp;quot;,&amp;quot;fs&amp;quot;:&amp;quot;none&amp;quot;}&quot; style=&quot;line-height: 1.2; margin: 0px 0px 0pt 0in; text-align: left; text-indent: 0in;&quot;&gt;&lt;span class=&quot;EOP&quot; style=&quot;font-family: inherit;&quot;&gt;&amp;nbsp;&lt;/span&gt;&lt;/p&gt;&lt;p class=&quot;zw-paragraph&quot; data-margin-bottom=&quot;0pt&quot; data-margin-left=&quot;0in&quot; data-text-indent=&quot;0in&quot; data-textformat=&quot;{&amp;quot;ff&amp;quot;:&amp;quot;Roboto&amp;quot;,&amp;quot;size&amp;quot;:&amp;quot;12&amp;quot;,&amp;quot;type&amp;quot;:&amp;quot;text&amp;quot;,&amp;quot;fs&amp;quot;:&amp;quot;none&amp;quot;}&quot; data_styles=&quot;{&amp;quot;ff&amp;quot;:&amp;quot;Roboto&amp;quot;,&amp;quot;size&amp;quot;:&amp;quot;12&amp;quot;,&amp;quot;type&amp;quot;:&amp;quot;text&amp;quot;,&amp;quot;fs&amp;quot;:&amp;quot;none&amp;quot;}&quot; style=&quot;line-height: 1.2; margin: 0px 0px 0pt 0in; text-align: left; text-indent: 0in;&quot;&gt;&lt;span style=&quot;font-family: inherit;&quot;&gt;&lt;span&gt;In fact, all of the same reasoning from equality of outcome really applies here, because as a particular clever internet rabbit puts it: &quot;&lt;/span&gt;&lt;span style=&quot;font-variant-east-asian: normal; font-variant-numeric: normal; letter-spacing: 0pt; vertical-align: baseline;&quot;&gt;Opportunity is just an outcome from a different reference point.&quot;&lt;/span&gt;&lt;a href=&quot;#zwz89573ntj6n1&quot;&gt;&lt;span data-footnote-id=&quot;zwz89573ntj6n1&quot; data-footnote-info=&quot;{&amp;quot;footnote&amp;quot;:{&amp;quot;refchars&amp;quot;:[],&amp;quot;fmt&amp;quot;:&amp;quot;num&amp;quot;,&amp;quot;stnum&amp;quot;:1}}&quot; data-text-info=&quot;{&amp;quot;cls&amp;quot;:&amp;quot;footnote&amp;quot;}&quot; style=&quot;color: black; vertical-align: super;&quot;&gt;[7]&lt;/span&gt;&lt;/a&gt;&lt;/span&gt;&lt;/p&gt;&lt;p class=&quot;zw-paragraph&quot; data-margin-bottom=&quot;0pt&quot; data-margin-left=&quot;0in&quot; data-text-indent=&quot;0in&quot; data-textformat=&quot;{&amp;quot;ff&amp;quot;:&amp;quot;Roboto&amp;quot;,&amp;quot;size&amp;quot;:&amp;quot;12&amp;quot;,&amp;quot;type&amp;quot;:&amp;quot;text&amp;quot;,&amp;quot;fs&amp;quot;:&amp;quot;none&amp;quot;}&quot; data_styles=&quot;{&amp;quot;ff&amp;quot;:&amp;quot;Roboto&amp;quot;,&amp;quot;size&amp;quot;:&amp;quot;12&amp;quot;,&amp;quot;type&amp;quot;:&amp;quot;text&amp;quot;,&amp;quot;fs&amp;quot;:&amp;quot;none&amp;quot;}&quot; style=&quot;line-height: 1.2; margin: 0px 0px 0pt 0in; text-align: left; text-indent: 0in;&quot;&gt;&lt;span class=&quot;EOP&quot; style=&quot;font-family: inherit;&quot;&gt;&amp;nbsp;&lt;/span&gt;&lt;/p&gt;&lt;p class=&quot;zw-paragraph&quot; data-margin-bottom=&quot;0pt&quot; data-margin-left=&quot;0in&quot; data-text-indent=&quot;0in&quot; data-textformat=&quot;{&amp;quot;ff&amp;quot;:&amp;quot;Roboto&amp;quot;,&amp;quot;size&amp;quot;:&amp;quot;12&amp;quot;,&amp;quot;type&amp;quot;:&amp;quot;text&amp;quot;,&amp;quot;fs&amp;quot;:&amp;quot;none&amp;quot;}&quot; data_styles=&quot;{&amp;quot;ff&amp;quot;:&amp;quot;Roboto&amp;quot;,&amp;quot;size&amp;quot;:&amp;quot;12&amp;quot;,&amp;quot;type&amp;quot;:&amp;quot;text&amp;quot;,&amp;quot;fs&amp;quot;:&amp;quot;none&amp;quot;}&quot; style=&quot;line-height: 1.2; margin: 0px 0px 0pt 0in; text-align: left; text-indent: 0in;&quot;&gt;&lt;span style=&quot;font-family: inherit;&quot;&gt;&lt;span&gt;Another objection to this I have heard is that the education and upbringing you are given somehow still doesn&#39;t count as opportunity. This is strange to me, because upbringing is a factor you have no control over that will affect whether you&#39;ll be considered for certain jobs. Isn&#39;t that a classic case of inequality of opportunity? Isn&#39;t that exactly how you&#39;d describe the problem with basing your hiring decisions on race? It may be the case that compared to education, race is a less &lt;/span&gt;&lt;span style=&quot;font-style: italic;&quot;&gt;relevant&lt;/span&gt;&lt;span&gt; factor to the ability to do a job, but that&#39;s sounding more like a defense of &lt;/span&gt;&lt;span style=&quot;font-style: italic;&quot;&gt;meritocracy&lt;/span&gt;&lt;span&gt; than of equality.&lt;/span&gt;&lt;/span&gt;&lt;/p&gt;&lt;p class=&quot;zw-paragraph&quot; data-margin-bottom=&quot;0pt&quot; data-margin-left=&quot;0in&quot; data-text-indent=&quot;0in&quot; data-textformat=&quot;{&amp;quot;ff&amp;quot;:&amp;quot;Roboto&amp;quot;,&amp;quot;size&amp;quot;:&amp;quot;12&amp;quot;,&amp;quot;type&amp;quot;:&amp;quot;text&amp;quot;,&amp;quot;fs&amp;quot;:&amp;quot;none&amp;quot;}&quot; data_styles=&quot;{&amp;quot;ff&amp;quot;:&amp;quot;Roboto&amp;quot;,&amp;quot;size&amp;quot;:&amp;quot;12&amp;quot;,&amp;quot;type&amp;quot;:&amp;quot;text&amp;quot;,&amp;quot;fs&amp;quot;:&amp;quot;none&amp;quot;}&quot; style=&quot;line-height: 1.2; margin: 0px 0px 0pt 0in; text-align: left; text-indent: 0in;&quot;&gt;&lt;span class=&quot;EOP&quot; style=&quot;font-family: inherit;&quot;&gt;&amp;nbsp;&lt;/span&gt;&lt;/p&gt;&lt;p class=&quot;zw-paragraph&quot; data-margin-bottom=&quot;0pt&quot; data-margin-left=&quot;0in&quot; data-text-indent=&quot;0in&quot; data-textformat=&quot;{&amp;quot;ff&amp;quot;:&amp;quot;Roboto&amp;quot;,&amp;quot;size&amp;quot;:&amp;quot;12&amp;quot;,&amp;quot;type&amp;quot;:&amp;quot;text&amp;quot;,&amp;quot;fs&amp;quot;:&amp;quot;none&amp;quot;}&quot; data_styles=&quot;{&amp;quot;ff&amp;quot;:&amp;quot;Roboto&amp;quot;,&amp;quot;size&amp;quot;:&amp;quot;12&amp;quot;,&amp;quot;type&amp;quot;:&amp;quot;text&amp;quot;,&amp;quot;fs&amp;quot;:&amp;quot;none&amp;quot;}&quot; style=&quot;line-height: 1.2; margin: 0px 0px 0pt 0in; text-align: left; text-indent: 0in;&quot;&gt;&lt;span style=&quot;font-family: inherit;&quot;&gt;&lt;span&gt;Furthermore, even if you somehow make that leap from &quot;equality of opportunity&quot; to &quot;meritocracy,&quot; it still seems like a hard thing to defend as a &lt;/span&gt;&lt;span style=&quot;font-style: italic;&quot;&gt;moral&lt;/span&gt;&lt;span&gt; precept. The example that best drives that home is this: Is it okay for a father to hire his son at the family business? After all, that wouldn&#39;t be giving everyone an equal opportunity. That would be the employer hiring based on the employee&#39;s genetic connection to himself. Are you really willing to condemn the entire concept of a family business? Because if you&#39;re not, you don&#39;t really want equality of opportunity.&lt;/span&gt;&lt;/span&gt;&lt;/p&gt;&lt;p class=&quot;zw-paragraph&quot; data-margin-bottom=&quot;0pt&quot; data-margin-left=&quot;0in&quot; data-text-indent=&quot;0in&quot; data-textformat=&quot;{&amp;quot;ff&amp;quot;:&amp;quot;Roboto&amp;quot;,&amp;quot;size&amp;quot;:&amp;quot;12&amp;quot;,&amp;quot;type&amp;quot;:&amp;quot;text&amp;quot;}&quot; data_styles=&quot;{&amp;quot;ff&amp;quot;:&amp;quot;Roboto&amp;quot;,&amp;quot;size&amp;quot;:&amp;quot;12&amp;quot;,&amp;quot;type&amp;quot;:&amp;quot;text&amp;quot;}&quot; style=&quot;line-height: 1.2; margin: 0px 0px 0pt 0in; text-align: left; text-indent: 0in;&quot;&gt;&lt;span class=&quot;EOP&quot; style=&quot;font-family: inherit;&quot;&gt;&amp;nbsp;&lt;/span&gt;&lt;/p&gt;&lt;p class=&quot;zw-paragraph&quot; data-margin-bottom=&quot;0pt&quot; data-margin-left=&quot;0in&quot; data-text-indent=&quot;0in&quot; data-textformat=&quot;{&amp;quot;ff&amp;quot;:&amp;quot;Roboto&amp;quot;,&amp;quot;size&amp;quot;:&amp;quot;12&amp;quot;,&amp;quot;type&amp;quot;:&amp;quot;text&amp;quot;}&quot; data_styles=&quot;{&amp;quot;ff&amp;quot;:&amp;quot;Roboto&amp;quot;,&amp;quot;size&amp;quot;:&amp;quot;12&amp;quot;,&amp;quot;type&amp;quot;:&amp;quot;text&amp;quot;}&quot; style=&quot;line-height: 1.2; margin: 0px 0px 0pt 0in; text-align: left; text-indent: 0in;&quot;&gt;&lt;span style=&quot;font-family: inherit; font-weight: 700;&quot;&gt;Equal Rights&lt;/span&gt;&lt;/p&gt;&lt;p class=&quot;zw-paragraph&quot; data-margin-bottom=&quot;0pt&quot; data-margin-left=&quot;0in&quot; data-text-indent=&quot;0in&quot; data-textformat=&quot;{&amp;quot;ff&amp;quot;:&amp;quot;Roboto&amp;quot;,&amp;quot;fw&amp;quot;:&amp;quot;bold&amp;quot;,&amp;quot;size&amp;quot;:&amp;quot;12&amp;quot;,&amp;quot;type&amp;quot;:&amp;quot;text&amp;quot;}&quot; data_styles=&quot;{&amp;quot;ff&amp;quot;:&amp;quot;Roboto&amp;quot;,&amp;quot;fw&amp;quot;:&amp;quot;bold&amp;quot;,&amp;quot;size&amp;quot;:&amp;quot;12&amp;quot;,&amp;quot;type&amp;quot;:&amp;quot;text&amp;quot;}&quot; style=&quot;line-height: 1.2; margin: 0px 0px 0pt 0in; text-align: left; text-indent: 0in;&quot;&gt;&lt;span class=&quot;EOP&quot; style=&quot;font-family: inherit;&quot;&gt;&amp;nbsp;&lt;/span&gt;&lt;/p&gt;&lt;p class=&quot;zw-paragraph&quot; data-margin-bottom=&quot;0pt&quot; data-margin-left=&quot;0in&quot; data-text-indent=&quot;0in&quot; data-textformat=&quot;{&amp;quot;ff&amp;quot;:&amp;quot;Roboto&amp;quot;,&amp;quot;fw&amp;quot;:&amp;quot;none&amp;quot;,&amp;quot;size&amp;quot;:&amp;quot;12&amp;quot;,&amp;quot;type&amp;quot;:&amp;quot;text&amp;quot;}&quot; data_styles=&quot;{&amp;quot;ff&amp;quot;:&amp;quot;Roboto&amp;quot;,&amp;quot;fw&amp;quot;:&amp;quot;none&amp;quot;,&amp;quot;size&amp;quot;:&amp;quot;12&amp;quot;,&amp;quot;type&amp;quot;:&amp;quot;text&amp;quot;}&quot; style=&quot;line-height: 1.2; margin: 0px 0px 0pt 0in; text-align: left; text-indent: 0in;&quot;&gt;&lt;span style=&quot;font-family: inherit;&quot;&gt;Even those who see the problem with equality of opportunity, still usually fall back on &quot;equality before the law&quot; or &quot;equal rights&quot; as a last ditch effort to claim that they support equality. If this describes you, let me ask: do you support a world government? No? Then, do you believe that it is wrong for there to be any differences in the legal systems of different countries? No? Well then you don&#39;t believe in equal legal rights. Different governments with different legal systems will protect different rights and to different degrees, and the &lt;i&gt;same &lt;/i&gt;government will treat different people differently depending on whether they&#39;re citizens.&lt;/span&gt;&lt;/p&gt;&lt;p class=&quot;zw-paragraph&quot; data-margin-bottom=&quot;0pt&quot; data-margin-left=&quot;0in&quot; data-text-indent=&quot;0in&quot; data-textformat=&quot;{&amp;quot;ff&amp;quot;:&amp;quot;Roboto&amp;quot;,&amp;quot;fw&amp;quot;:&amp;quot;none&amp;quot;,&amp;quot;size&amp;quot;:&amp;quot;12&amp;quot;,&amp;quot;type&amp;quot;:&amp;quot;text&amp;quot;}&quot; data_styles=&quot;{&amp;quot;ff&amp;quot;:&amp;quot;Roboto&amp;quot;,&amp;quot;fw&amp;quot;:&amp;quot;none&amp;quot;,&amp;quot;size&amp;quot;:&amp;quot;12&amp;quot;,&amp;quot;type&amp;quot;:&amp;quot;text&amp;quot;}&quot; style=&quot;line-height: 1.2; margin: 0px 0px 0pt 0in; text-align: left; text-indent: 0in;&quot;&gt;&lt;span class=&quot;EOP&quot; style=&quot;font-family: inherit;&quot;&gt;&amp;nbsp;&lt;/span&gt;&lt;/p&gt;&lt;p class=&quot;zw-paragraph&quot; data-margin-bottom=&quot;0pt&quot; data-margin-left=&quot;0in&quot; data-text-indent=&quot;0in&quot; data-textformat=&quot;{&amp;quot;ff&amp;quot;:&amp;quot;Roboto&amp;quot;,&amp;quot;fw&amp;quot;:&amp;quot;none&amp;quot;,&amp;quot;size&amp;quot;:&amp;quot;12&amp;quot;,&amp;quot;type&amp;quot;:&amp;quot;text&amp;quot;}&quot; data_styles=&quot;{&amp;quot;ff&amp;quot;:&amp;quot;Roboto&amp;quot;,&amp;quot;fw&amp;quot;:&amp;quot;none&amp;quot;,&amp;quot;size&amp;quot;:&amp;quot;12&amp;quot;,&amp;quot;type&amp;quot;:&amp;quot;text&amp;quot;}&quot; style=&quot;line-height: 1.2; margin: 0px 0px 0pt 0in; text-align: left; text-indent: 0in;&quot;&gt;&lt;span style=&quot;font-family: inherit;&quot;&gt;&lt;span&gt;However, what if, like me, you think the law should be privatized? Then you oppose the one world government &lt;/span&gt;&lt;span style=&quot;font-style: italic;&quot;&gt;and &lt;/span&gt;&lt;span&gt;the national governments. You believe that the law between you and me should be a contract that our respective rights enforcement agencies sign.&lt;/span&gt;&lt;/span&gt;&lt;/p&gt;&lt;p class=&quot;zw-paragraph&quot; data-margin-bottom=&quot;0pt&quot; data-margin-left=&quot;0in&quot; data-text-indent=&quot;0in&quot; data-textformat=&quot;{&amp;quot;ff&amp;quot;:&amp;quot;Roboto&amp;quot;,&amp;quot;fw&amp;quot;:&amp;quot;none&amp;quot;,&amp;quot;size&amp;quot;:&amp;quot;12&amp;quot;,&amp;quot;type&amp;quot;:&amp;quot;text&amp;quot;,&amp;quot;fs&amp;quot;:&amp;quot;none&amp;quot;}&quot; data_styles=&quot;{&amp;quot;ff&amp;quot;:&amp;quot;Roboto&amp;quot;,&amp;quot;fw&amp;quot;:&amp;quot;none&amp;quot;,&amp;quot;size&amp;quot;:&amp;quot;12&amp;quot;,&amp;quot;type&amp;quot;:&amp;quot;text&amp;quot;,&amp;quot;fs&amp;quot;:&amp;quot;none&amp;quot;}&quot; style=&quot;line-height: 1.2; margin: 0px 0px 0pt 0in; text-align: left; text-indent: 0in;&quot;&gt;&lt;span class=&quot;EOP&quot; style=&quot;font-family: inherit;&quot;&gt;&amp;nbsp;&lt;/span&gt;&lt;/p&gt;&lt;p class=&quot;zw-paragraph&quot; data-margin-bottom=&quot;0pt&quot; data-margin-left=&quot;0in&quot; data-text-indent=&quot;0in&quot; data-textformat=&quot;{&amp;quot;ff&amp;quot;:&amp;quot;Roboto&amp;quot;,&amp;quot;fw&amp;quot;:&amp;quot;none&amp;quot;,&amp;quot;size&amp;quot;:&amp;quot;12&amp;quot;,&amp;quot;type&amp;quot;:&amp;quot;text&amp;quot;}&quot; data_styles=&quot;{&amp;quot;ff&amp;quot;:&amp;quot;Roboto&amp;quot;,&amp;quot;fw&amp;quot;:&amp;quot;none&amp;quot;,&amp;quot;size&amp;quot;:&amp;quot;12&amp;quot;,&amp;quot;type&amp;quot;:&amp;quot;text&amp;quot;}&quot; style=&quot;line-height: 1.2; margin: 0px 0px 0pt 0in; text-align: left; text-indent: 0in;&quot;&gt;&lt;span style=&quot;font-family: inherit;&quot;&gt;&lt;span&gt;This should deepen your opposition to equality of legal rights. Your and my rights enforcement agencies may have one contract with one another, while each may have different contracts with some third agency. Therefore the law between you and me is different from the law between you and him. You may believe there should be certain constants among those contracts. Perhaps they all should protect some basic property rights, for example. However, what determines the punishment you have the right to inflict on someone for certain violations? What exactly constitutes fraud? How bright does your neighbor&#39;s porch light have to be before it violates your property rights? These are all questions that may have multiple valid answers, and if you believe in a market for law, you believe that it is acceptable—nay—&lt;/span&gt;&lt;span style=&quot;font-style: italic;&quot;&gt;desirable&lt;/span&gt;&lt;span&gt; that we have a multitude of competing and coexisting ways of drawing these lines.&lt;/span&gt;&lt;/span&gt;&lt;/p&gt;&lt;p class=&quot;zw-paragraph&quot; data-margin-bottom=&quot;0pt&quot; data-margin-left=&quot;0in&quot; data-text-indent=&quot;0in&quot; data-textformat=&quot;{&amp;quot;ff&amp;quot;:&amp;quot;Roboto&amp;quot;,&amp;quot;fw&amp;quot;:&amp;quot;none&amp;quot;,&amp;quot;size&amp;quot;:&amp;quot;12&amp;quot;,&amp;quot;type&amp;quot;:&amp;quot;text&amp;quot;,&amp;quot;fs&amp;quot;:&amp;quot;none&amp;quot;}&quot; data_styles=&quot;{&amp;quot;ff&amp;quot;:&amp;quot;Roboto&amp;quot;,&amp;quot;fw&amp;quot;:&amp;quot;none&amp;quot;,&amp;quot;size&amp;quot;:&amp;quot;12&amp;quot;,&amp;quot;type&amp;quot;:&amp;quot;text&amp;quot;,&amp;quot;fs&amp;quot;:&amp;quot;none&amp;quot;}&quot; style=&quot;line-height: 1.2; margin: 0px 0px 0pt 0in; text-align: left; text-indent: 0in;&quot;&gt;&lt;span class=&quot;EOP&quot; style=&quot;font-family: inherit;&quot;&gt;&amp;nbsp;&lt;/span&gt;&lt;/p&gt;&lt;p class=&quot;zw-paragraph&quot; data-margin-bottom=&quot;0pt&quot; data-margin-left=&quot;0in&quot; data-text-indent=&quot;0in&quot; data-textformat=&quot;{&amp;quot;ff&amp;quot;:&amp;quot;Roboto&amp;quot;,&amp;quot;fw&amp;quot;:&amp;quot;none&amp;quot;,&amp;quot;size&amp;quot;:&amp;quot;12&amp;quot;,&amp;quot;type&amp;quot;:&amp;quot;text&amp;quot;,&amp;quot;fs&amp;quot;:&amp;quot;none&amp;quot;}&quot; data_styles=&quot;{&amp;quot;ff&amp;quot;:&amp;quot;Roboto&amp;quot;,&amp;quot;fw&amp;quot;:&amp;quot;none&amp;quot;,&amp;quot;size&amp;quot;:&amp;quot;12&amp;quot;,&amp;quot;type&amp;quot;:&amp;quot;text&amp;quot;,&amp;quot;fs&amp;quot;:&amp;quot;none&amp;quot;}&quot; style=&quot;line-height: 1.2; margin: 0px 0px 0pt 0in; text-align: left; text-indent: 0in;&quot;&gt;&lt;span style=&quot;font-family: inherit;&quot;&gt;Returning to the current governmental system, this is already true of international disputes. If you buy something from someone in another country, the laws governing that transaction will differ a little from the laws that would govern an otherwise identical transaction with someone in the same country.&lt;/span&gt;&lt;/p&gt;&lt;p class=&quot;zw-paragraph&quot; data-margin-bottom=&quot;0pt&quot; data-margin-left=&quot;0in&quot; data-text-indent=&quot;0in&quot; data-textformat=&quot;{&amp;quot;ff&amp;quot;:&amp;quot;Roboto&amp;quot;,&amp;quot;fw&amp;quot;:&amp;quot;none&amp;quot;,&amp;quot;size&amp;quot;:&amp;quot;12&amp;quot;,&amp;quot;type&amp;quot;:&amp;quot;text&amp;quot;,&amp;quot;fs&amp;quot;:&amp;quot;none&amp;quot;}&quot; data_styles=&quot;{&amp;quot;ff&amp;quot;:&amp;quot;Roboto&amp;quot;,&amp;quot;fw&amp;quot;:&amp;quot;none&amp;quot;,&amp;quot;size&amp;quot;:&amp;quot;12&amp;quot;,&amp;quot;type&amp;quot;:&amp;quot;text&amp;quot;,&amp;quot;fs&amp;quot;:&amp;quot;none&amp;quot;}&quot; style=&quot;line-height: 1.2; margin: 0px 0px 0pt 0in; text-align: left; text-indent: 0in;&quot;&gt;&lt;span class=&quot;EOP&quot; style=&quot;font-family: inherit;&quot;&gt;&amp;nbsp;&lt;/span&gt;&lt;/p&gt;&lt;p class=&quot;zw-paragraph&quot; data-margin-bottom=&quot;0pt&quot; data-margin-left=&quot;0in&quot; data-text-indent=&quot;0in&quot; data-textformat=&quot;{&amp;quot;ff&amp;quot;:&amp;quot;Roboto&amp;quot;,&amp;quot;fw&amp;quot;:&amp;quot;none&amp;quot;,&amp;quot;size&amp;quot;:&amp;quot;12&amp;quot;,&amp;quot;type&amp;quot;:&amp;quot;text&amp;quot;,&amp;quot;fs&amp;quot;:&amp;quot;none&amp;quot;}&quot; data_styles=&quot;{&amp;quot;ff&amp;quot;:&amp;quot;Roboto&amp;quot;,&amp;quot;fw&amp;quot;:&amp;quot;none&amp;quot;,&amp;quot;size&amp;quot;:&amp;quot;12&amp;quot;,&amp;quot;type&amp;quot;:&amp;quot;text&amp;quot;,&amp;quot;fs&amp;quot;:&amp;quot;none&amp;quot;}&quot; style=&quot;line-height: 1.2; margin: 0px 0px 0pt 0in; text-align: left; text-indent: 0in;&quot;&gt;&lt;span style=&quot;font-family: inherit;&quot;&gt;&lt;span&gt;One of the main reasons that I oppose the government, and one of the main reasons that most people oppose a &lt;/span&gt;&lt;span style=&quot;font-style: italic;&quot;&gt;one world&lt;/span&gt;&lt;span&gt; government, is because we think that if there are multiple competing systems of law, which people have some ability to choose between, there will be a selection pressure on those legal systems in the direction of producing desir&lt;/span&gt;&lt;span&gt;able laws. In the market system, that selection pressure is due to people switching companies to find the laws they want to live with, and in the national system it&#39;s due to people switching countries to do the same.&lt;/span&gt;&lt;span&gt; Neither of these selection pressures could exist if everyone in the world had to have the same legal rights. In short, we believe that &lt;/span&gt;&lt;span style=&quot;font-style: italic;&quot;&gt;unequal&lt;/span&gt;&lt;span&gt; systems of legal rights will result in &lt;/span&gt;&lt;span style=&quot;font-style: italic;&quot;&gt;better&lt;/span&gt;&lt;span&gt; legal rights.&lt;/span&gt;&lt;/span&gt;&lt;/p&gt;&lt;p class=&quot;zw-paragraph&quot; data-margin-bottom=&quot;0pt&quot; data-margin-left=&quot;0in&quot; data-text-indent=&quot;0in&quot; data-textformat=&quot;{&amp;quot;ff&amp;quot;:&amp;quot;Roboto&amp;quot;,&amp;quot;fw&amp;quot;:&amp;quot;none&amp;quot;,&amp;quot;size&amp;quot;:&amp;quot;12&amp;quot;,&amp;quot;type&amp;quot;:&amp;quot;text&amp;quot;,&amp;quot;fs&amp;quot;:&amp;quot;none&amp;quot;}&quot; data_styles=&quot;{&amp;quot;ff&amp;quot;:&amp;quot;Roboto&amp;quot;,&amp;quot;fw&amp;quot;:&amp;quot;none&amp;quot;,&amp;quot;size&amp;quot;:&amp;quot;12&amp;quot;,&amp;quot;type&amp;quot;:&amp;quot;text&amp;quot;,&amp;quot;fs&amp;quot;:&amp;quot;none&amp;quot;}&quot; style=&quot;line-height: 1.2; margin: 0px 0px 0pt 0in; text-align: left; text-indent: 0in;&quot;&gt;&lt;span style=&quot;font-family: inherit;&quot;&gt;&lt;br /&gt;&lt;/span&gt;&lt;/p&gt;&lt;p class=&quot;zw-paragraph&quot; data-margin-bottom=&quot;0pt&quot; data-margin-left=&quot;0in&quot; data-text-indent=&quot;0in&quot; data-textformat=&quot;{&amp;quot;ff&amp;quot;:&amp;quot;Roboto&amp;quot;,&amp;quot;fw&amp;quot;:&amp;quot;none&amp;quot;,&amp;quot;size&amp;quot;:&amp;quot;12&amp;quot;,&amp;quot;type&amp;quot;:&amp;quot;text&amp;quot;,&amp;quot;fs&amp;quot;:&amp;quot;none&amp;quot;}&quot; data_styles=&quot;{&amp;quot;ff&amp;quot;:&amp;quot;Roboto&amp;quot;,&amp;quot;fw&amp;quot;:&amp;quot;none&amp;quot;,&amp;quot;size&amp;quot;:&amp;quot;12&amp;quot;,&amp;quot;type&amp;quot;:&amp;quot;text&amp;quot;,&amp;quot;fs&amp;quot;:&amp;quot;none&amp;quot;}&quot; style=&quot;line-height: 1.2; margin: 0px 0px 0pt 0in; text-align: left; text-indent: 0in;&quot;&gt;&lt;span style=&quot;font-family: inherit;&quot;&gt;However, perhaps you believe that &quot;equality before the law&quot; doesn&#39;t mean that everyone in the world ought to have the same legal rights, perhaps you only think it means that the law should treat everyone under its jurisdiction the same. This, however is less equal rights, and more equal treatment, so it deserves its own entry.&lt;/span&gt;&lt;/p&gt;&lt;p class=&quot;zw-paragraph&quot; data-margin-bottom=&quot;0pt&quot; data-margin-left=&quot;0in&quot; data-text-indent=&quot;0in&quot; data-textformat=&quot;{&amp;quot;ff&amp;quot;:&amp;quot;Roboto&amp;quot;,&amp;quot;fw&amp;quot;:&amp;quot;bold&amp;quot;,&amp;quot;size&amp;quot;:&amp;quot;12&amp;quot;,&amp;quot;type&amp;quot;:&amp;quot;text&amp;quot;}&quot; data_styles=&quot;{&amp;quot;ff&amp;quot;:&amp;quot;Roboto&amp;quot;,&amp;quot;fw&amp;quot;:&amp;quot;bold&amp;quot;,&amp;quot;size&amp;quot;:&amp;quot;12&amp;quot;,&amp;quot;type&amp;quot;:&amp;quot;text&amp;quot;}&quot; style=&quot;line-height: 1.2; margin: 0px 0px 0pt 0in; text-align: left; text-indent: 0in;&quot;&gt;&lt;span class=&quot;EOP&quot; style=&quot;font-family: inherit;&quot;&gt;&amp;nbsp;&lt;/span&gt;&lt;/p&gt;&lt;p class=&quot;zw-paragraph&quot; data-margin-bottom=&quot;0pt&quot; data-margin-left=&quot;0in&quot; data-text-indent=&quot;0in&quot; data-textformat=&quot;{&amp;quot;ff&amp;quot;:&amp;quot;Roboto&amp;quot;,&amp;quot;fw&amp;quot;:&amp;quot;bold&amp;quot;,&amp;quot;size&amp;quot;:&amp;quot;12&amp;quot;,&amp;quot;type&amp;quot;:&amp;quot;text&amp;quot;}&quot; data_styles=&quot;{&amp;quot;ff&amp;quot;:&amp;quot;Roboto&amp;quot;,&amp;quot;fw&amp;quot;:&amp;quot;bold&amp;quot;,&amp;quot;size&amp;quot;:&amp;quot;12&amp;quot;,&amp;quot;type&amp;quot;:&amp;quot;text&amp;quot;}&quot; style=&quot;line-height: 1.2; margin: 0px 0px 0pt 0in; text-align: left; text-indent: 0in;&quot;&gt;&lt;span style=&quot;font-family: inherit; font-weight: 700;&quot;&gt;Equal Treatment&lt;/span&gt;&lt;/p&gt;&lt;p class=&quot;zw-paragraph&quot; data-margin-bottom=&quot;0pt&quot; data-margin-left=&quot;0in&quot; data-text-indent=&quot;0in&quot; data-textformat=&quot;{&amp;quot;ff&amp;quot;:&amp;quot;Roboto&amp;quot;,&amp;quot;fw&amp;quot;:&amp;quot;bold&amp;quot;,&amp;quot;size&amp;quot;:&amp;quot;12&amp;quot;,&amp;quot;type&amp;quot;:&amp;quot;text&amp;quot;}&quot; data_styles=&quot;{&amp;quot;ff&amp;quot;:&amp;quot;Roboto&amp;quot;,&amp;quot;fw&amp;quot;:&amp;quot;bold&amp;quot;,&amp;quot;size&amp;quot;:&amp;quot;12&amp;quot;,&amp;quot;type&amp;quot;:&amp;quot;text&amp;quot;}&quot; style=&quot;line-height: 1.2; margin: 0px 0px 0pt 0in; text-align: left; text-indent: 0in;&quot;&gt;&lt;span style=&quot;font-family: inherit;&quot;&gt;&lt;br /&gt;&lt;/span&gt;&lt;/p&gt;&lt;p class=&quot;zw-paragraph&quot; data-margin-bottom=&quot;0pt&quot; data-margin-left=&quot;0in&quot; data-text-indent=&quot;0in&quot; data-textformat=&quot;{&amp;quot;ff&amp;quot;:&amp;quot;Roboto&amp;quot;,&amp;quot;fw&amp;quot;:&amp;quot;none&amp;quot;,&amp;quot;size&amp;quot;:&amp;quot;12&amp;quot;,&amp;quot;type&amp;quot;:&amp;quot;text&amp;quot;}&quot; data_styles=&quot;{&amp;quot;ff&amp;quot;:&amp;quot;Roboto&amp;quot;,&amp;quot;fw&amp;quot;:&amp;quot;none&amp;quot;,&amp;quot;size&amp;quot;:&amp;quot;12&amp;quot;,&amp;quot;type&amp;quot;:&amp;quot;text&amp;quot;}&quot; style=&quot;line-height: 1.2; margin: 0px 0px 0pt 0in; text-align: left; text-indent: 0in;&quot;&gt;&lt;span style=&quot;font-family: inherit;&quot;&gt;&lt;span style=&quot;font-variant-east-asian: normal; font-variant-numeric: normal; letter-spacing: 0pt; vertical-align: baseline;&quot;&gt;I have even heard people say that equality means that we should treat people equally despite their differences. When you point out that sometimes the differences are relevant (for example, you should treat criminals differently from innocent people), they then add &quot;well, unless the differences are relevant, of course.&quot; Which is the most pointless concept I&#39;ve ever heard. Of course only &lt;/span&gt;&lt;span style=&quot;font-style: italic; font-variant-east-asian: normal; font-variant-numeric: normal; letter-spacing: 0pt; vertical-align: baseline;&quot;&gt;relevant&lt;/span&gt;&lt;span style=&quot;font-variant-east-asian: normal; font-variant-numeric: normal; letter-spacing: 0pt; vertical-align: baseline;&quot;&gt; differences should change your treatment of someone. That&#39;s pretty much what relevant means! You may as well say you believe in the equality of objects because you treat all objects the same except for when it makes sense to treat them differently. Ridiculous.&lt;/span&gt;&lt;/span&gt;&lt;/p&gt;&lt;p class=&quot;zw-paragraph&quot; data-margin-bottom=&quot;0pt&quot; data-margin-left=&quot;0in&quot; data-text-indent=&quot;0in&quot; data-textformat=&quot;{&amp;quot;ff&amp;quot;:&amp;quot;Roboto&amp;quot;,&amp;quot;fw&amp;quot;:&amp;quot;none&amp;quot;,&amp;quot;size&amp;quot;:&amp;quot;12&amp;quot;,&amp;quot;type&amp;quot;:&amp;quot;text&amp;quot;}&quot; data_styles=&quot;{&amp;quot;ff&amp;quot;:&amp;quot;Roboto&amp;quot;,&amp;quot;fw&amp;quot;:&amp;quot;none&amp;quot;,&amp;quot;size&amp;quot;:&amp;quot;12&amp;quot;,&amp;quot;type&amp;quot;:&amp;quot;text&amp;quot;}&quot; style=&quot;line-height: 1.2; margin: 0px 0px 0pt 0in; text-align: left; text-indent: 0in;&quot;&gt;&lt;span style=&quot;font-family: inherit; font-variant-east-asian: normal; font-variant-numeric: normal; letter-spacing: 0pt; vertical-align: baseline;&quot;&gt;&lt;br /&gt;&lt;/span&gt;&lt;/p&gt;&lt;p class=&quot;zw-paragraph&quot; data-margin-bottom=&quot;0pt&quot; data-margin-left=&quot;0in&quot; data-text-indent=&quot;0in&quot; data-textformat=&quot;{&amp;quot;ff&amp;quot;:&amp;quot;Roboto&amp;quot;,&amp;quot;fw&amp;quot;:&amp;quot;none&amp;quot;,&amp;quot;size&amp;quot;:&amp;quot;12&amp;quot;,&amp;quot;type&amp;quot;:&amp;quot;text&amp;quot;}&quot; data_styles=&quot;{&amp;quot;ff&amp;quot;:&amp;quot;Roboto&amp;quot;,&amp;quot;fw&amp;quot;:&amp;quot;none&amp;quot;,&amp;quot;size&amp;quot;:&amp;quot;12&amp;quot;,&amp;quot;type&amp;quot;:&amp;quot;text&amp;quot;}&quot; style=&quot;line-height: 1.2; margin: 0px 0px 0pt 0in; text-align: left; text-indent: 0in;&quot;&gt;&lt;span style=&quot;font-family: inherit;&quot;&gt;If, in my section about equal rights, you were thinking &quot;but equality before the law only requires that the law treats citizens the same,&quot; I submit that you are making this same mistake. The law treating citizens differently from foreigners &lt;i&gt;is &lt;/i&gt;an inequality before the law, whether or not you consider it justified or not. The same goes for how the law gives different treatment to children and adults, people with criminal records and those without, or even guilty people and innocent people. If all you mean by &quot;equality before the law&quot; is that the law should treat people equally despite their differences&amp;nbsp;&lt;i&gt;unless the difference is relevant&lt;/i&gt;, then once again, you may as well be advocating the equality of all objects.&lt;/span&gt;&lt;/p&gt;&lt;p class=&quot;zw-paragraph&quot; data-margin-bottom=&quot;0pt&quot; data-margin-left=&quot;0in&quot; data-text-indent=&quot;0in&quot; data-textformat=&quot;{&amp;quot;ff&amp;quot;:&amp;quot;Roboto&amp;quot;,&amp;quot;fw&amp;quot;:&amp;quot;none&amp;quot;,&amp;quot;size&amp;quot;:&amp;quot;12&amp;quot;,&amp;quot;type&amp;quot;:&amp;quot;text&amp;quot;}&quot; data_styles=&quot;{&amp;quot;ff&amp;quot;:&amp;quot;Roboto&amp;quot;,&amp;quot;fw&amp;quot;:&amp;quot;none&amp;quot;,&amp;quot;size&amp;quot;:&amp;quot;12&amp;quot;,&amp;quot;type&amp;quot;:&amp;quot;text&amp;quot;}&quot; style=&quot;line-height: 1.2; margin: 0px 0px 0pt 0in; text-align: left; text-indent: 0in;&quot;&gt;&lt;span style=&quot;font-family: inherit;&quot;&gt;&lt;br /&gt;&lt;/span&gt;&lt;/p&gt;&lt;p class=&quot;zw-paragraph&quot; data-margin-bottom=&quot;0pt&quot; data-margin-left=&quot;0in&quot; data-text-indent=&quot;0in&quot; data-textformat=&quot;{&amp;quot;ff&amp;quot;:&amp;quot;Roboto&amp;quot;,&amp;quot;fw&amp;quot;:&amp;quot;none&amp;quot;,&amp;quot;size&amp;quot;:&amp;quot;12&amp;quot;,&amp;quot;type&amp;quot;:&amp;quot;text&amp;quot;}&quot; data_styles=&quot;{&amp;quot;ff&amp;quot;:&amp;quot;Roboto&amp;quot;,&amp;quot;fw&amp;quot;:&amp;quot;none&amp;quot;,&amp;quot;size&amp;quot;:&amp;quot;12&amp;quot;,&amp;quot;type&amp;quot;:&amp;quot;text&amp;quot;}&quot; style=&quot;line-height: 1.2; margin: 0px 0px 0pt 0in; text-align: left; text-indent: 0in;&quot;&gt;&lt;span style=&quot;font-family: inherit;&quot;&gt;This doesn&#39;t mean that we should support &lt;i&gt;everything &lt;/i&gt;that is usually opposed on the grounds of equality. Sometimes there are other arguments that lead to the same conclusion. Let&#39;s say you want to advocate against a company hiring based on the sex of the applicant. Rather than waffling out pointless tautologies about how you should treat everyone &quot;equally&quot; (with the asterisk of &quot;except&amp;nbsp;when you should treat them unequally&quot;), try explaining why the sex of the applicant isn&#39;t relevant to the performance at this job, and why performance at the job is such an important factor to consider.&lt;/span&gt;&lt;/p&gt;&lt;p class=&quot;zw-paragraph&quot; data-margin-bottom=&quot;0pt&quot; data-margin-left=&quot;0in&quot; data-text-indent=&quot;0in&quot; data-textformat=&quot;{&amp;quot;ff&amp;quot;:&amp;quot;Roboto&amp;quot;,&amp;quot;fw&amp;quot;:&amp;quot;none&amp;quot;,&amp;quot;size&amp;quot;:&amp;quot;12&amp;quot;,&amp;quot;type&amp;quot;:&amp;quot;text&amp;quot;}&quot; data_styles=&quot;{&amp;quot;ff&amp;quot;:&amp;quot;Roboto&amp;quot;,&amp;quot;fw&amp;quot;:&amp;quot;none&amp;quot;,&amp;quot;size&amp;quot;:&amp;quot;12&amp;quot;,&amp;quot;type&amp;quot;:&amp;quot;text&amp;quot;}&quot; style=&quot;line-height: 1.2; margin: 0px 0px 0pt 0in; text-align: left; text-indent: 0in;&quot;&gt;&lt;span style=&quot;font-family: inherit;&quot;&gt;&lt;br /&gt;&lt;/span&gt;&lt;/p&gt;&lt;p class=&quot;zw-paragraph&quot; data-margin-bottom=&quot;0pt&quot; data-margin-left=&quot;0in&quot; data-text-indent=&quot;0in&quot; data-textformat=&quot;{&amp;quot;ff&amp;quot;:&amp;quot;Roboto&amp;quot;,&amp;quot;fw&amp;quot;:&amp;quot;none&amp;quot;,&amp;quot;size&amp;quot;:&amp;quot;12&amp;quot;,&amp;quot;type&amp;quot;:&amp;quot;text&amp;quot;}&quot; data_styles=&quot;{&amp;quot;ff&amp;quot;:&amp;quot;Roboto&amp;quot;,&amp;quot;fw&amp;quot;:&amp;quot;none&amp;quot;,&amp;quot;size&amp;quot;:&amp;quot;12&amp;quot;,&amp;quot;type&amp;quot;:&amp;quot;text&amp;quot;}&quot; style=&quot;line-height: 1.2; margin: 0px 0px 0pt 0in; text-align: left; text-indent: 0in;&quot;&gt;&lt;span style=&quot;font-family: inherit;&quot;&gt;It&#39;s important to note that my alternative argument is not just a rewording of the &quot;equality&quot; argument. It&#39;s a change from a claim about what everyone &quot;deserves&quot; (allegedly, equal treatment) to a determination of what factors are useful to consider in a specific situation. The focus should be on what the job entails, why it&#39;s important that the job gets done well, and why the factor being used right now isn&#39;t useful to that end. It&#39;s a practical argument, not a moral one.&lt;/span&gt;&lt;/p&gt;&lt;p class=&quot;zw-paragraph&quot; data-margin-bottom=&quot;0pt&quot; data-margin-left=&quot;0in&quot; data-text-indent=&quot;0in&quot; data-textformat=&quot;{&amp;quot;ff&amp;quot;:&amp;quot;Roboto&amp;quot;,&amp;quot;fw&amp;quot;:&amp;quot;none&amp;quot;,&amp;quot;size&amp;quot;:&amp;quot;12&amp;quot;,&amp;quot;type&amp;quot;:&amp;quot;text&amp;quot;}&quot; data_styles=&quot;{&amp;quot;ff&amp;quot;:&amp;quot;Roboto&amp;quot;,&amp;quot;fw&amp;quot;:&amp;quot;none&amp;quot;,&amp;quot;size&amp;quot;:&amp;quot;12&amp;quot;,&amp;quot;type&amp;quot;:&amp;quot;text&amp;quot;}&quot; style=&quot;line-height: 1.2; margin: 0px 0px 0pt 0in; text-align: left; text-indent: 0in;&quot;&gt;&lt;span style=&quot;font-family: inherit;&quot;&gt;&lt;br /&gt;&lt;/span&gt;&lt;/p&gt;&lt;p class=&quot;zw-paragraph&quot; data-margin-bottom=&quot;0pt&quot; data-margin-left=&quot;0in&quot; data-text-indent=&quot;0in&quot; data-textformat=&quot;{&amp;quot;ff&amp;quot;:&amp;quot;Roboto&amp;quot;,&amp;quot;fw&amp;quot;:&amp;quot;none&amp;quot;,&amp;quot;size&amp;quot;:&amp;quot;12&amp;quot;,&amp;quot;type&amp;quot;:&amp;quot;text&amp;quot;}&quot; data_styles=&quot;{&amp;quot;ff&amp;quot;:&amp;quot;Roboto&amp;quot;,&amp;quot;fw&amp;quot;:&amp;quot;none&amp;quot;,&amp;quot;size&amp;quot;:&amp;quot;12&amp;quot;,&amp;quot;type&amp;quot;:&amp;quot;text&amp;quot;}&quot; style=&quot;line-height: 1.2; margin: 0px 0px 0pt 0in; text-align: left; text-indent: 0in;&quot;&gt;&lt;span style=&quot;font-family: inherit;&quot;&gt;Now, my alternative argument wouldn&#39;t work if the man making the hiring decision simply preferred to work with people of a specific sex, and that preference for him outweighed the loss of efficiency caused by the sex-based hiring policy. In such a case, the answer is that the sex-based hiring policy is the correct one to take. If you disagree, feel free to provide your argument; but it&#39;d better not rely on the premise that &quot;we should treat people equally&quot;, because no, we shouldn&#39;t.&lt;/span&gt;&lt;/p&gt;&lt;p class=&quot;zw-paragraph&quot; data-margin-bottom=&quot;0pt&quot; data-margin-left=&quot;0in&quot; data-text-indent=&quot;0in&quot; data-textformat=&quot;{&amp;quot;ff&amp;quot;:&amp;quot;Roboto&amp;quot;,&amp;quot;fw&amp;quot;:&amp;quot;bold&amp;quot;,&amp;quot;size&amp;quot;:&amp;quot;12&amp;quot;,&amp;quot;type&amp;quot;:&amp;quot;text&amp;quot;}&quot; data_styles=&quot;{&amp;quot;ff&amp;quot;:&amp;quot;Roboto&amp;quot;,&amp;quot;fw&amp;quot;:&amp;quot;bold&amp;quot;,&amp;quot;size&amp;quot;:&amp;quot;12&amp;quot;,&amp;quot;type&amp;quot;:&amp;quot;text&amp;quot;}&quot; style=&quot;line-height: 1.2; margin: 0px 0px 0pt 0in; text-align: left; text-indent: 0in;&quot;&gt;&lt;span style=&quot;font-family: inherit;&quot;&gt;&lt;br /&gt;&lt;/span&gt;&lt;/p&gt;&lt;p class=&quot;zw-paragraph&quot; data-margin-bottom=&quot;0pt&quot; data-margin-left=&quot;0in&quot; data-text-indent=&quot;0in&quot; data-textformat=&quot;{&amp;quot;ff&amp;quot;:&amp;quot;Roboto&amp;quot;,&amp;quot;fw&amp;quot;:&amp;quot;none&amp;quot;,&amp;quot;size&amp;quot;:&amp;quot;12&amp;quot;,&amp;quot;type&amp;quot;:&amp;quot;text&amp;quot;,&amp;quot;fs&amp;quot;:&amp;quot;none&amp;quot;}&quot; data_styles=&quot;{&amp;quot;ff&amp;quot;:&amp;quot;Roboto&amp;quot;,&amp;quot;fw&amp;quot;:&amp;quot;none&amp;quot;,&amp;quot;size&amp;quot;:&amp;quot;12&amp;quot;,&amp;quot;type&amp;quot;:&amp;quot;text&amp;quot;,&amp;quot;fs&amp;quot;:&amp;quot;none&amp;quot;}&quot; style=&quot;line-height: 1.2; margin: 0px 0px 0pt 0in; text-align: left; text-indent: 0in;&quot;&gt;&lt;span style=&quot;font-family: inherit; font-weight: 700;&quot;&gt;Conclusion&lt;/span&gt;&lt;/p&gt;&lt;p class=&quot;zw-paragraph&quot; data-margin-bottom=&quot;0pt&quot; data-margin-left=&quot;0in&quot; data-text-indent=&quot;0in&quot; data-textformat=&quot;{&amp;quot;ff&amp;quot;:&amp;quot;Roboto&amp;quot;,&amp;quot;fw&amp;quot;:&amp;quot;bold&amp;quot;,&amp;quot;size&amp;quot;:&amp;quot;12&amp;quot;,&amp;quot;type&amp;quot;:&amp;quot;text&amp;quot;}&quot; data_styles=&quot;{&amp;quot;ff&amp;quot;:&amp;quot;Roboto&amp;quot;,&amp;quot;fw&amp;quot;:&amp;quot;bold&amp;quot;,&amp;quot;size&amp;quot;:&amp;quot;12&amp;quot;,&amp;quot;type&amp;quot;:&amp;quot;text&amp;quot;}&quot; style=&quot;line-height: 1.2; margin: 0px 0px 0pt 0in; text-align: left; text-indent: 0in;&quot;&gt;&lt;span class=&quot;EOP&quot; style=&quot;font-family: inherit;&quot;&gt;&amp;nbsp;&lt;/span&gt;&lt;/p&gt;&lt;p class=&quot;zw-paragraph&quot; data-margin-bottom=&quot;0pt&quot; data-margin-left=&quot;0in&quot; data-text-indent=&quot;0in&quot; data-textformat=&quot;{&amp;quot;ff&amp;quot;:&amp;quot;Roboto&amp;quot;,&amp;quot;fw&amp;quot;:&amp;quot;none&amp;quot;,&amp;quot;size&amp;quot;:&amp;quot;12&amp;quot;,&amp;quot;type&amp;quot;:&amp;quot;text&amp;quot;}&quot; data_styles=&quot;{&amp;quot;ff&amp;quot;:&amp;quot;Roboto&amp;quot;,&amp;quot;fw&amp;quot;:&amp;quot;none&amp;quot;,&amp;quot;size&amp;quot;:&amp;quot;12&amp;quot;,&amp;quot;type&amp;quot;:&amp;quot;text&amp;quot;}&quot; style=&quot;line-height: 1.2; margin: 0px 0px 0pt 0in; text-align: left; text-indent: 0in;&quot;&gt;&lt;span style=&quot;font-family: inherit;&quot;&gt;It&#39;s troubling that so many put so much effort into finding strange ways to be able to say they believe in equality. It&#39;s like they aren&#39;t sure what it means, but they know that our society has decided it&#39;s good; and so they do mental gymnastics to justify supporting it.&lt;/span&gt;&lt;/p&gt;&lt;p class=&quot;zw-paragraph&quot; data-margin-bottom=&quot;0pt&quot; data-margin-left=&quot;0in&quot; data-text-indent=&quot;0in&quot; data-textformat=&quot;{&amp;quot;ff&amp;quot;:&amp;quot;Roboto&amp;quot;,&amp;quot;fw&amp;quot;:&amp;quot;none&amp;quot;,&amp;quot;size&amp;quot;:&amp;quot;12&amp;quot;,&amp;quot;type&amp;quot;:&amp;quot;text&amp;quot;}&quot; data_styles=&quot;{&amp;quot;ff&amp;quot;:&amp;quot;Roboto&amp;quot;,&amp;quot;fw&amp;quot;:&amp;quot;none&amp;quot;,&amp;quot;size&amp;quot;:&amp;quot;12&amp;quot;,&amp;quot;type&amp;quot;:&amp;quot;text&amp;quot;}&quot; style=&quot;line-height: 1.2; margin: 0px 0px 0pt 0in; text-align: left; text-indent: 0in;&quot;&gt;&lt;span class=&quot;EOP&quot; style=&quot;font-family: inherit;&quot;&gt;&amp;nbsp;&lt;/span&gt;&lt;/p&gt;&lt;p class=&quot;zw-paragraph&quot; data-margin-bottom=&quot;0pt&quot; data-margin-left=&quot;0in&quot; data-text-indent=&quot;0in&quot; data-textformat=&quot;{&amp;quot;ff&amp;quot;:&amp;quot;Roboto&amp;quot;,&amp;quot;fw&amp;quot;:&amp;quot;none&amp;quot;,&amp;quot;size&amp;quot;:&amp;quot;12&amp;quot;,&amp;quot;type&amp;quot;:&amp;quot;text&amp;quot;}&quot; data_styles=&quot;{&amp;quot;ff&amp;quot;:&amp;quot;Roboto&amp;quot;,&amp;quot;fw&amp;quot;:&amp;quot;none&amp;quot;,&amp;quot;size&amp;quot;:&amp;quot;12&amp;quot;,&amp;quot;type&amp;quot;:&amp;quot;text&amp;quot;}&quot; style=&quot;line-height: 1.2; margin: 0px 0px 0pt 0in; text-align: left; text-indent: 0in;&quot;&gt;&lt;span style=&quot;font-family: inherit;&quot;&gt;&lt;span&gt;Many of you will right now be thinking that you have some other, subtler concept of equality that you support, but at this point I have to ask why you&#39;d want to call it equality. Surely there is a better way of describing whatever you advocate for than a word that&lt;/span&gt;&lt;span&gt;—if understood in the most straightforward of ways—is a defense of those who want you to feel guilty for reading to your kids, and even for those who want to kill anyone wealthy enough to afford reading glasses. Doing mental gymnastics to justify saying that you support equality is not a worthwhile pursuit. Even if you succeed, all you will accomplish is to provide cover for those who have a much more sinister, yet much clearer idea of what that word means.&lt;/span&gt;&lt;/span&gt;&lt;/p&gt;&lt;p class=&quot;zw-paragraph&quot; data-margin-bottom=&quot;0pt&quot; data-margin-left=&quot;0in&quot; data-text-indent=&quot;0in&quot; data-textformat=&quot;{&amp;quot;ff&amp;quot;:&amp;quot;Roboto&amp;quot;,&amp;quot;fw&amp;quot;:&amp;quot;none&amp;quot;,&amp;quot;size&amp;quot;:&amp;quot;12&amp;quot;,&amp;quot;type&amp;quot;:&amp;quot;text&amp;quot;}&quot; data_styles=&quot;{&amp;quot;ff&amp;quot;:&amp;quot;Roboto&amp;quot;,&amp;quot;fw&amp;quot;:&amp;quot;none&amp;quot;,&amp;quot;size&amp;quot;:&amp;quot;12&amp;quot;,&amp;quot;type&amp;quot;:&amp;quot;text&amp;quot;}&quot; style=&quot;line-height: 1.2; margin: 0px 0px 0pt 0in; text-align: left; text-indent: 0in;&quot;&gt;&lt;span class=&quot;EOP&quot; style=&quot;font-family: inherit;&quot;&gt;&amp;nbsp;&lt;/span&gt;&lt;/p&gt;&lt;p class=&quot;zw-paragraph&quot; data-margin-bottom=&quot;0pt&quot; data-textformat=&quot;{&amp;quot;ff&amp;quot;:&amp;quot;Roboto&amp;quot;,&amp;quot;size&amp;quot;:&amp;quot;12&amp;quot;,&amp;quot;type&amp;quot;:&amp;quot;text&amp;quot;}&quot; data_styles=&quot;{&amp;quot;ff&amp;quot;:&amp;quot;Roboto&amp;quot;,&amp;quot;size&amp;quot;:&amp;quot;12&amp;quot;,&amp;quot;type&amp;quot;:&amp;quot;text&amp;quot;}&quot; style=&quot;line-height: 1.2; margin: 0px 0px 0pt; text-align: left;&quot;&gt;&lt;span style=&quot;font-family: inherit;&quot;&gt;&lt;span&gt;So let us say what we mean. People are not equal, and there is no virtue in trying to make them that way.&lt;/span&gt;&lt;span&gt; Instead of working to equalize the world, let&#39;s just work on improving it.&lt;/span&gt;&lt;/span&gt;&lt;/p&gt;&lt;p class=&quot;zw-paragraph&quot; data-margin-bottom=&quot;0pt&quot; data-textformat=&quot;{&amp;quot;ff&amp;quot;:&amp;quot;Roboto&amp;quot;,&amp;quot;fw&amp;quot;:&amp;quot;none&amp;quot;,&amp;quot;size&amp;quot;:&amp;quot;12&amp;quot;,&amp;quot;type&amp;quot;:&amp;quot;text&amp;quot;}&quot; data_styles=&quot;{&amp;quot;ff&amp;quot;:&amp;quot;Roboto&amp;quot;,&amp;quot;fw&amp;quot;:&amp;quot;none&amp;quot;,&amp;quot;size&amp;quot;:&amp;quot;12&amp;quot;,&amp;quot;type&amp;quot;:&amp;quot;text&amp;quot;}&quot; style=&quot;line-height: 1.2; margin: 0px 0px 0pt; text-align: left;&quot;&gt;&lt;span class=&quot;EOP&quot; style=&quot;font-family: inherit;&quot;&gt;&amp;nbsp;&lt;/span&gt;&lt;/p&gt;&lt;p class=&quot;zw-paragraph&quot; data-margin-bottom=&quot;0pt&quot; data-textformat=&quot;{&amp;quot;fw&amp;quot;:&amp;quot;none&amp;quot;,&amp;quot;type&amp;quot;:&amp;quot;text&amp;quot;}&quot; data_styles=&quot;{&amp;quot;fw&amp;quot;:&amp;quot;none&amp;quot;,&amp;quot;type&amp;quot;:&amp;quot;text&amp;quot;}&quot; style=&quot;line-height: 1.2; margin: 0px 0px 0pt; text-align: left;&quot;&gt;&lt;span style=&quot;font-family: inherit;&quot;&gt;By Danny Duchamp&lt;/span&gt;&lt;/p&gt;&lt;div class=&quot;footnote-elements&quot;&gt;&lt;hr /&gt;&lt;div data-section-node=&quot;true&quot; name=&quot;zwfkgob67lhliu&quot;&gt;&lt;a name=&quot;zwfkgob67lhliu&quot;&gt;&lt;span data-footnote-id=&quot;zwfkgob67lhliu&quot; data-footnote-info=&quot;{&amp;quot;footnote&amp;quot;:{&amp;quot;refchars&amp;quot;:[],&amp;quot;fmt&amp;quot;:&amp;quot;num&amp;quot;,&amp;quot;stnum&amp;quot;:1}}&quot; data-text-info=&quot;{&amp;quot;cls&amp;quot;:&amp;quot;footnote&amp;quot;}&quot; style=&quot;font-family: inherit; vertical-align: super;&quot;&gt;[1]&lt;/span&gt;&lt;/a&gt;&lt;p class=&quot;zw-paragraph&quot; data-doc-id=&quot;6454631000000282003&quot; data-margin-bottom=&quot;0pt&quot; style=&quot;line-height: 1.2; margin: 0px 0px 0pt; text-align: left;&quot;&gt;&lt;span style=&quot;font-family: inherit;&quot;&gt;&lt;span&gt;Data for GDP per capita chart: &lt;/span&gt;&lt;a href=&quot;https://delong.typepad.com/print/20061012_LRWGDP.pdf&quot; style=&quot;color: blue;&quot;&gt;&lt;span style=&quot;color: #0000ee; font-variant-east-asian: normal; font-variant-numeric: normal; letter-spacing: 0pt; vertical-align: baseline;&quot;&gt;https://delong.typepad.com/print/20061012_LRWGDP.pdf&lt;/span&gt;&lt;/a&gt;&lt;/span&gt;&lt;/p&gt;&lt;/div&gt;&lt;div data-section-node=&quot;true&quot; name=&quot;zwj5dhw7bau86n&quot;&gt;&lt;a name=&quot;zwj5dhw7bau86n&quot;&gt;&lt;span data-footnote-id=&quot;zwj5dhw7bau86n&quot; data-footnote-info=&quot;{&amp;quot;footnote&amp;quot;:{&amp;quot;refchars&amp;quot;:[],&amp;quot;fmt&amp;quot;:&amp;quot;num&amp;quot;,&amp;quot;stnum&amp;quot;:1}}&quot; data-text-info=&quot;{&amp;quot;cls&amp;quot;:&amp;quot;footnote&amp;quot;}&quot; style=&quot;font-family: inherit; vertical-align: super;&quot;&gt;[2]&lt;/span&gt;&lt;/a&gt;&lt;p class=&quot;zw-paragraph&quot; data-doc-id=&quot;6454631000000282003&quot; data-margin-bottom=&quot;0pt&quot; style=&quot;line-height: 1.2; margin: 0px 0px 0pt; text-align: left;&quot;&gt;&lt;span style=&quot;font-family: inherit;&quot;&gt;theft&lt;/span&gt;&lt;/p&gt;&lt;/div&gt;&lt;div data-section-node=&quot;true&quot; name=&quot;zwyazvjk49wvrl&quot;&gt;&lt;a name=&quot;zwyazvjk49wvrl&quot;&gt;&lt;span data-footnote-id=&quot;zwyazvjk49wvrl&quot; data-footnote-info=&quot;{&amp;quot;footnote&amp;quot;:{&amp;quot;refchars&amp;quot;:[],&amp;quot;fmt&amp;quot;:&amp;quot;num&amp;quot;,&amp;quot;stnum&amp;quot;:1}}&quot; data-text-info=&quot;{&amp;quot;cls&amp;quot;:&amp;quot;footnote&amp;quot;}&quot; style=&quot;font-family: inherit; vertical-align: super;&quot;&gt;[3]&lt;/span&gt;&lt;/a&gt;&lt;p class=&quot;zw-paragraph&quot; data-doc-id=&quot;6454631000000282003&quot; data-margin-bottom=&quot;0pt&quot; style=&quot;line-height: 1.2; margin: 0px 0px 0pt; text-align: left;&quot;&gt;&lt;span style=&quot;font-family: inherit;&quot;&gt;stealing&lt;/span&gt;&lt;/p&gt;&lt;/div&gt;&lt;div data-section-node=&quot;true&quot; name=&quot;zw3vg58q8cvbal&quot;&gt;&lt;a name=&quot;zw3vg58q8cvbal&quot;&gt;&lt;span data-footnote-id=&quot;zw3vg58q8cvbal&quot; data-footnote-info=&quot;{&amp;quot;footnote&amp;quot;:{&amp;quot;refchars&amp;quot;:[],&amp;quot;fmt&amp;quot;:&amp;quot;num&amp;quot;,&amp;quot;stnum&amp;quot;:1}}&quot; data-text-info=&quot;{&amp;quot;cls&amp;quot;:&amp;quot;footnote&amp;quot;}&quot; style=&quot;font-family: inherit; vertical-align: super;&quot;&gt;[4]&lt;/span&gt;&lt;/a&gt;&lt;p class=&quot;zw-paragraph&quot; data-doc-id=&quot;6454631000000282003&quot; data-margin-bottom=&quot;0pt&quot; style=&quot;line-height: 1.2; margin: 0px 0px 0pt; text-align: left;&quot;&gt;&lt;span style=&quot;font-family: inherit;&quot;&gt;even without the scare-quotes it&#39;s still theft&lt;/span&gt;&lt;/p&gt;&lt;/div&gt;&lt;div data-section-node=&quot;true&quot; name=&quot;zwjim3b7s5vowm&quot;&gt;&lt;a name=&quot;zwjim3b7s5vowm&quot;&gt;&lt;span data-footnote-id=&quot;zwjim3b7s5vowm&quot; data-footnote-info=&quot;{&amp;quot;footnote&amp;quot;:{&amp;quot;refchars&amp;quot;:[],&amp;quot;fmt&amp;quot;:&amp;quot;num&amp;quot;,&amp;quot;stnum&amp;quot;:1}}&quot; data-text-info=&quot;{&amp;quot;cls&amp;quot;:&amp;quot;footnote&amp;quot;}&quot; style=&quot;font-family: inherit; font-variant-east-asian: normal; font-variant-numeric: normal; letter-spacing: 0pt; vertical-align: super;&quot;&gt;[5]&lt;/span&gt;&lt;/a&gt;&lt;p class=&quot;zw-paragraph heading0&quot; data-doc-id=&quot;6454631000000282003&quot; data-hd-info=&quot;0&quot; data-header=&quot;0&quot; data-margin-bottom=&quot;0pt&quot; data-textformat=&quot;{&amp;quot;fgc&amp;quot;:&amp;quot;rgb(0, 0, 0)&amp;quot;,&amp;quot;size&amp;quot;:&amp;quot;12.00&amp;quot;,&amp;quot;type&amp;quot;:&amp;quot;text&amp;quot;}&quot; data_styles=&quot;{&amp;quot;fgc&amp;quot;:&amp;quot;rgb(0, 0, 0)&amp;quot;,&amp;quot;size&amp;quot;:&amp;quot;12.00&amp;quot;,&amp;quot;type&amp;quot;:&amp;quot;text&amp;quot;}&quot; style=&quot;direction: ltr; line-height: 1.2; margin: 0px 0px 0pt; text-align: left;&quot;&gt;&lt;span style=&quot;font-family: inherit;&quot;&gt;&lt;span style=&quot;font-variant-east-asian: normal; font-variant-numeric: normal; letter-spacing: 0pt; vertical-align: baseline;&quot;&gt;Pol &lt;/span&gt;&lt;span style=&quot;font-variant-east-asian: normal; font-variant-numeric: normal; letter-spacing: 0pt; vertical-align: baseline;&quot;&gt;Pot killing the bespectacled:&lt;/span&gt;&lt;span style=&quot;color: #0000ee; font-variant-east-asian: normal; font-variant-numeric: normal; letter-spacing: 0pt; vertical-align: baseline;&quot;&gt;&amp;nbsp;&lt;/span&gt;&lt;span style=&quot;color: #0000ee; font-variant-east-asian: normal; font-variant-numeric: normal; letter-spacing: 0pt; text-decoration-line: underline; vertical-align: baseline;&quot;&gt;https://www.bbc.com/news/world-asia-pacific-10684399&lt;/span&gt;&lt;span style=&quot;font-variant-east-asian: normal; font-variant-numeric: normal; letter-spacing: 0pt; vertical-align: baseline;&quot;&gt;—Whether or not you think that their belief in equality was really their motivation here, the point stands that equality, if applied consistently, is a defense of these killings.&lt;/span&gt;&lt;/span&gt;&lt;/p&gt;&lt;/div&gt;&lt;div data-section-node=&quot;true&quot; name=&quot;zwpx3qw228bhfr&quot;&gt;&lt;a name=&quot;zwpx3qw228bhfr&quot;&gt;&lt;span data-footnote-id=&quot;zwpx3qw228bhfr&quot; data-footnote-info=&quot;{&amp;quot;footnote&amp;quot;:{&amp;quot;refchars&amp;quot;:[],&amp;quot;fmt&amp;quot;:&amp;quot;num&amp;quot;,&amp;quot;stnum&amp;quot;:1}}&quot; data-text-info=&quot;{&amp;quot;cls&amp;quot;:&amp;quot;footnote&amp;quot;}&quot; style=&quot;font-family: inherit; font-variant-east-asian: normal; font-variant-numeric: normal; letter-spacing: 0pt; vertical-align: super;&quot;&gt;[6]&lt;/span&gt;&lt;/a&gt;&lt;p class=&quot;zw-paragraph heading0&quot; data-doc-id=&quot;6454631000000282003&quot; data-hd-info=&quot;0&quot; data-header=&quot;0&quot; data-margin-bottom=&quot;0pt&quot; data-textformat=&quot;{&amp;quot;fgc&amp;quot;:&amp;quot;rgb(0, 0, 0)&amp;quot;,&amp;quot;size&amp;quot;:&amp;quot;12.00&amp;quot;,&amp;quot;type&amp;quot;:&amp;quot;text&amp;quot;}&quot; data_styles=&quot;{&amp;quot;fgc&amp;quot;:&amp;quot;rgb(0, 0, 0)&amp;quot;,&amp;quot;size&amp;quot;:&amp;quot;12.00&amp;quot;,&amp;quot;type&amp;quot;:&amp;quot;text&amp;quot;}&quot; style=&quot;direction: ltr; line-height: 1.2; margin: 0px 0px 0pt; text-align: left;&quot;&gt;&lt;span style=&quot;font-family: inherit;&quot;&gt;&lt;span style=&quot;font-variant-east-asian: normal; font-variant-numeric: normal; letter-spacing: 0pt; vertical-align: baseline;&quot;&gt;Professor Adam Swift speaking to ABC: &lt;/span&gt;&lt;a href=&quot;https://www.abc.net.au/radionational/programs/philosopherszone/new-family-values/6437058&quot; style=&quot;color: blue;&quot;&gt;&lt;span style=&quot;color: black; font-variant-east-asian: normal; font-variant-numeric: normal; letter-spacing: 0pt; vertical-align: baseline;&quot;&gt;https://www.abc.net.au/radionational/programs/philosopherszone/new-family-values/6437058&lt;/span&gt;&lt;/a&gt;&lt;/span&gt;&lt;/p&gt;&lt;/div&gt;&lt;div data-section-node=&quot;true&quot; name=&quot;zwz89573ntj6n1&quot;&gt;&lt;a name=&quot;zwz89573ntj6n1&quot;&gt;&lt;span data-footnote-id=&quot;zwz89573ntj6n1&quot; data-footnote-info=&quot;{&amp;quot;footnote&amp;quot;:{&amp;quot;refchars&amp;quot;:[],&amp;quot;fmt&amp;quot;:&amp;quot;num&amp;quot;,&amp;quot;stnum&amp;quot;:1}}&quot; data-text-info=&quot;{&amp;quot;cls&amp;quot;:&amp;quot;footnote&amp;quot;}&quot; style=&quot;font-family: inherit; vertical-align: super;&quot;&gt;[7]&lt;/span&gt;&lt;/a&gt;&lt;p class=&quot;zw-paragraph&quot; data-doc-id=&quot;6454631000000282003&quot; data-margin-bottom=&quot;0pt&quot; style=&quot;line-height: 1.2; margin: 0px 0px 0pt; text-align: left;&quot;&gt;&lt;span style=&quot;font-family: inherit;&quot;&gt;&lt;span&gt;You should follow Bones the Rabbit (BTRBT_) on Twitter: &lt;/span&gt;&lt;a href=&quot;https://twitter.com/BTRBT_/status/1292347851079467021&quot; style=&quot;color: blue;&quot;&gt;&lt;span style=&quot;color: #0000ee; font-variant-east-asian: normal; font-variant-numeric: normal; letter-spacing: 0pt; vertical-align: baseline;&quot;&gt;https://twitter.com/BTRBT_/status/1292347851079467021&lt;/span&gt;&lt;/a&gt;&lt;/span&gt;&lt;/p&gt;&lt;/div&gt;&lt;/div&gt;&lt;/div&gt;&lt;/div&gt;&lt;div class=&quot;footnote-elements&quot;&gt;&lt;div data-section-node=&quot;true&quot; name=&quot;zwz89573ntj6n1&quot;&gt;&lt;/div&gt;&lt;/div&gt;</content><link rel='edit' type='application/atom+xml' href='http://www.blogger.com/feeds/6419051765409376063/posts/default/4277753439960310079'/><link rel='self' type='application/atom+xml' href='http://www.blogger.com/feeds/6419051765409376063/posts/default/4277753439960310079'/><link rel='alternate' type='text/html' href='http://dannyduchamp.blogspot.com/2020/08/against-equality-yes-even-that-kind.html' title='Against Equality (Yes, Even That Kind)'/><author><name>dannyduchamp</name><uri>http://www.blogger.com/profile/11905056707781858750</uri><email>noreply@blogger.com</email><gd:image rel='http://schemas.google.com/g/2005#thumbnail' width='16' height='16' src='https://img1.blogblog.com/img/b16-rounded.gif'/></author></entry></feed>